diff --git a/Makefile b/Makefile deleted file mode 100644 index e8d08412..00000000 --- a/Makefile +++ /dev/null @@ -1,67 +0,0 @@ -ifeq ($(OS), Windows_NT) - detected_OS := Windows -else - detected_OS := $(shell sh -c 'uname 2>/dev/null || echo Unknown') -endif - -BUILDFOLDER := building - -ifeq ($(detected_OS), Windows) -EXTTARGET := .pyd -OPTCOMPILE := --compiler=mingw32 --fcompiler=gnu95 -DNPY_OS_MINGW=1 -MOVECMD := move /Y -MKDIRBUILD := if not exist $(BUILDFOLDER) mkdir $(BUILDFOLDER) -RMFILE := del -RMFOLDER := rmdir /s /q -else -EXTTARGET := .so -OPTCOMPILE := --fcompiler=gnu95 -MOVECMD := mv -MKDIRBUILD := mkdir -p $(BUILDFOLDER) -RMFILE := rm -RMFOLDER := rm -r -endif - -# install ou develop -mode ?= install -ifeq ($(mode), develop) - INSTALLOPT := --editable -else - INSTALLOPT := -endif - -FORTRANFILES := src/f90/mod_Cocnstant_ValuesF2PY.f90 \ - src/f90/mod_Grid3DF2PY_64bit.f90 \ - src/f90/mod_SkyvaultF2PY.f90 \ - src/f90/mod_Vegetation_TypesF2PY.f90 \ - src/f90/mod_Dir_InterceptionF2PY.f90 \ - src/f90/mod_Hemi_InterceptionF2PY.f90 \ - src/f90/mod_MicrometeoF2PY.f90 \ - src/f90/mod_Shortwave_BalanceF2PY.f90 \ - src/f90/mod_Energy_BalanceF2PY.f90 \ - src/f90/mod_PhotosynthesisF2PY.f90 \ - src/f90/mod_MinerPhenoF2PY.f90 \ - src/f90/prog_RATP.f90 - - -# package installation in the current Python interpreter -install : src/alinea/pyratp/pyratp.pyd - pip install $(INSTALLOPT) . - -# copie within the python sources and simplify library's name -src/alinea/pyratp/pyratp.pyd: pyratp.pyd - $(MOVECMD) pyratp.*$(EXTTARGET) src/alinea/pyratp/pyratp$(EXTTARGET) - -# library compilation -pyratp.pyd: pyratp.pyf - $(MKDIRBUILD) - python -m numpy.f2py -c --build-dir $(BUILDFOLDER) $(OPTCOMPILE) pyratp.pyf $(FORTRANFILES) - -# creation of the header -pyratp.pyf: - python -m numpy.f2py -m pyratp -h $@ $(FORTRANFILES) --lower - -clean: - $(RMFILE) pyratp.pyf - $(RMFOLDER) $(BUILDFOLDER) - diff --git a/README.md b/README.md index ba86367a..770485ec 100644 --- a/README.md +++ b/README.md @@ -60,7 +60,7 @@ mamba create -n pyratp openalea.ratp -c conda-forge -c openalea3/label/rc The rc channel corresponds to the latest build of PyRatp when the main channel is the stable release. -### For developpers +### For developpers Linux (python modification only) Editable install with conda/environment.yml is not functionning because of namespace conflict. A workaround is as follow: 1) download the repository and change to the root directory: ```shell @@ -69,7 +69,7 @@ Editable install with conda/environment.yml is not functionning because of names ``` 2) Create a conda environment with dependencies manually with: ```shell -mamba create -n pyratp -c openalea3 -c conda-forge openalea.plantgl openalea.mtg qtpy compilers meson-python gfortran openalea.mtg +mamba create -n pyratp -c openalea3 -c conda-forge openalea.plantgl openalea.mtg qtpy compilers meson-python gfortran scipy pytest jupyter ``` 3) activate the environment: `mamba activate pyratp` @@ -86,3 +86,38 @@ via the environment variable export PYTHONPATH="$PWD/src":$PYTHONPATH ``` + +### For developpers (python and fortran modifications) +Editable install with conda/environment.yml is not functionning because of namespace conflict. A workaround is as follow: +1) download the repository and change to the root directory: +```shell + git clone https://github.com/openalea/PyRATP.git + cd PyRATP +``` +2) Create a conda environment with dependencies manually: + +Using MAC and Linux: +```shell +mamba create -n pyratp_dev -c conda-forge -c openalea3 openalea.plantgl openalea.mtg qtpy compilers meson-python scipy pytest jupyter +``` +Using Windows: +```shell +mamba create -n pyratp_dev -c conda-forge -c openalea3 openalea.plantgl openalea.mtg qtpy m2w64-toolchain meson-python scipy pytest gfortran jupyter +``` +4) activate the environment: `mamba activate pyratp_dev` + +5) Compile everything: + +```shell +pip install ./"[test]" +``` + +and after each modification of the python or Fortran part, run +```shell +pip install . +``` +then restart your kernel (when using IPython) for your modifications to be taken into account. + +6) Have a look at the notebooks and scripts in ```example/```! + + diff --git a/doc/user/index.rst b/doc/user/index.rst index f0ba5673..02ebb6b3 100644 --- a/doc/user/index.rst +++ b/doc/user/index.rst @@ -1,14 +1,14 @@ .. _pyratp_user: -PyRATP User Guide -####################################### +OpenAlea.RATP (former PyRATP) User Guide +######################################### :Version: |version| :Release: |release| :Date: |today| This manual details functions, modules, and objects included in -OpenAlea.PyRATP, describing what they are and what they do. For a complete +OpenAlea.RATP, describing what they are and what they do. For a complete reference guide, see :ref:`pyratp_reference`. .. warning:: diff --git a/doc/user/manual.rst b/doc/user/manual.rst index 7601c2f0..c0d5ca37 100644 --- a/doc/user/manual.rst +++ b/doc/user/manual.rst @@ -1,21 +1,21 @@ Getting Started ################ -Things to know about pyRATP ... +Things to know about OpenAlea.RATP ... =============================== Based on a single Fortran90 program, the OpenAlea version of RATP is still implemented in Fortran90 with some specificities: -- The RATP code is now divided into several Fortran90 modules which can be used as a Python library in the ALEA environment. A Fortran90 module includes public variables and subroutines, which are all accessible in the ALEA environment. +- The RATP code is now divided into several Fortran90 modules which can be used as a Python library in the ALEA environment. A Fortran90 module includes public variables and subroutines, which are all accessible in the OpenAlea environment. - Input variables and files are managed in Python through dedicated python nodes available in the VisuAlea environment. - The RATP core i.e. radiation balance, heat energy balance and leaf physiological models (transpiration and photosynthesis) are still Fortran90 modules and are not available for users. First tutorial ============== -Load pyRATP -*********** -Launch the Tuto1 composite node from the pyratp package (pyratp.demo.RATPTuto1): +Load OpenAlea.RATP +******************* +Launch the Tuto1 composite node from the openalea.ratp package (openalea.ratp.demo.RATPTuto1): .. image:: Tuto1Image.png :width: 30% @@ -23,7 +23,7 @@ Launch the Tuto1 composite node from the pyratp package (pyratp.demo.RATPTuto1): The following workspace should open : -.. dataflow:: pyratp.demo RATPTuto_ToStart +.. dataflow:: openalea.ratp.demo RATPTuto_ToStart This workspace is composed of: @@ -36,9 +36,9 @@ Description of input files -------------------------- Many input parameters are necessary to run RATP. It is out of the scope of this short tutorial to describe all this parameters. All information about these input files can be found in /LINK TO PDF ou WORD FILE/ -Run pyRATP -********** -To run pyRATP click right on the node "DoAll" and run the node. All the input files will be read sequentially. The success of each step and the computational time should be highlighted in the console window as follow: +Run OpenAlea.RATP +****************** +To run OpenAlea.RATP click right on the node "DoAll" and run the node. All the input files will be read sequentially. The success of each step and the computational time should be highlighted in the console window as follow: :: VEGE3D OK GRILLE OK @@ -48,7 +48,7 @@ To run pyRATP click right on the node "DoAll" and run the node. All the input fi MICROMETEO OK Evaluation time: 3.07400012016 -pyRATP outputs +OpenAlea.RATP outputs ************** At the end of the computation, four output files are stored in the directory: C:\\tmpRATP\\Resul\\: data.txt, spatial.txt, tree.txt and VoxelsGrid.vgx . @@ -61,20 +61,20 @@ Description of output files Visualize output as 3D data --------------------------- -The pyRATP outputs can be visualized at the leaf scale or at the voxel scale. +The OpenAlea.RATP outputs can be visualized at the leaf scale or at the voxel scale. #. 3D Voxel scale To visualize the voxels you first have to extract from the entire spatial output data the variable to plot for a specific time step. Then write this data in a file according to the vtk format (to be use with the Paraview software) using the RATP2VOXELS python node. The following data flow shows how to connect all the nodes and to define the day, the hour and the RATP variable to extract. -.. dataflow:: pyratp.demo RATPTuto_Visu3DOutputVoxels +.. dataflow:: OpenAlea.RATP.demo RATPTuto_Visu3DOutputVoxels #. 3D leaf scale -To visualize the pyRATP outputs as 3D data you can either use plantGL method or python nodes dedicated to pyRATP In both case 3D plot are colored according to one variable output variable i.e. one which is stored in the spatial.txt file. +To visualize the OpenAlea.RATP outputs as 3D data you can either use plantGL method or python nodes dedicated to OpenAlea.RATP In both case 3D plot are colored according to one variable output variable i.e. one which is stored in the spatial.txt file. -.. dataflow:: pyratp.demo RATPTuto_Visu3DOutputLeaves +.. dataflow:: OpenAlea.RATP.demo RATPTuto_Visu3DOutputLeaves TODO diff --git a/doc/user/overview.txt b/doc/user/overview.txt index c1493fcb..36a988a7 100644 --- a/doc/user/overview.txt +++ b/doc/user/overview.txt @@ -1,4 +1,4 @@ -The model PyRATP was designed to simulate the spatial distribution of radiation and leaf-gas +The model RATP (aka OpenAlea.RATP) was designed to simulate the spatial distribution of radiation and leaf-gas exchanges within vegetation canopies as a function of canopy structure, canopy microclimate and physical and physiological leaf properties. The model uses a 3D representation of the canopy (i.e. an array diff --git a/example/View_data_frame.py b/example/View_data_frame.py new file mode 100644 index 00000000..a865e6b4 --- /dev/null +++ b/example/View_data_frame.py @@ -0,0 +1,36 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Wed Oct 1 09:27:16 2025 + +@author: cbozonnet +""" + +import pandas as pd +import os +from openalea.ratp.RATP2VTK import pyratpviewer +from openalea.ratp.grid import Grid + +# data folder +datafolder = "data_pyratp" + +# file names +grid_name = "grid3D-0_5m-vegestar.grd" +vegestar_file = "LOD6juin0.2.vgx" +coeff_allometric = 1 +csv_name = "dfvox_20251001_093217.csv" + +# read grid file +g = Grid() +g = Grid.read(os.path.join(datafolder, grid_name)) + +# fill up grid file from digitalisation (Vegestar file) +e, x, y, z, s, n = Grid.readVgx(os.path.join(datafolder, vegestar_file), coeff_allometric) +g, matching = Grid.fill_1(e, x, y, z, s, n, g) + +# load data frame +df = pd.read_csv(os.path.join(csv_name )) + +# viewer +pyratpviewer(g, df) + diff --git a/example/basics_of_PyRATP.ipynb b/example/basics_of_PyRATP.ipynb new file mode 100644 index 00000000..28bf3fff --- /dev/null +++ b/example/basics_of_PyRATP.ipynb @@ -0,0 +1,714 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b408432e-fd4a-42dd-a505-87e37ae9929b", + "metadata": {}, + "source": [ + "## Introduction\n", + "RATP is a voxel based model for computing plant irradiation balance along with transpiration and photosynthesis.\n", + "\n", + "RATP voxels must be filled with a list of points, each associated with a leaf surface and nitrogen content. This list of points can be obtained from different ways: full digitalization of a real plant, Lidar scan completed with plant area density estimation for each voxel, or through the creation of artifical plants. \n", + "\n", + "The theory behind RATP can be found in the online documentation and the original publication: https://doi.org/10.1046/j.1365-3040.2001.00694.x\n", + "\n", + "In this tutorial we discover the different inputs necessary to run RATP (all read from existing files in this tutorial), launch a simulation and have a look at some outputs.\n", + "\n", + "author: cyril.bozonnet@inrae.fr\n", + "\n", + "### Inputs\n", + "- Grid file: it contains parameters used to set-up the voxel grid (number of cells, dimensions, ..).\n", + "- Leaves data: a list of (x,y,z) coordinates along with leaf area and nitrogen content, for each vegetation type within the grid.\n", + "- Meteo data: a list of meteorological data (global & diffusive PAR and NIR radiation fluxes, air temperature, CO2 concentration, wind speed,..) sampled at a regular frequency.\n", + "- Vegetation list: the list of the different vegetation entities/types that are present in the grid.\n", + "- Vegetation data (one file per vegetation entity): containing physical and physiological parameters such as informations about foliage dispersion within voxels, leaf inclination angles, boundary layer conductances, and parameters for Jarvis' and Farquhar's models.\n", + "- Skyvault data: the list of light sources used to describe the skyvault for diffusive radiation computations\n", + "\n", + "### Outputs\n", + "Pandas data frames containing various informations at the voxel scale (shaded/sunlit temperature, PAR, shaded/sunlit photosynthesis & transpiration,..) or at the tree scale (tree photosynthesis, tree transpiration,..).\n", + "\n", + "The voxel data can be viewed using the dedicated PyRATP viewer (requires the PyVista library), or exported as a vtk file for external visualisation.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "cf2fc7d1-dee3-4a7d-bc7b-ca38ea1bee2e", + "metadata": {}, + "outputs": [], + "source": [ + "# import all required librairies\n", + "import pandas\n", + "import os\n", + "import numpy as np\n", + "from openalea.ratp.skyvault import Skyvault\n", + "from openalea.ratp.grid import Grid\n", + "from openalea.ratp.vegetation import Vegetation\n", + "from openalea.ratp.micrometeo import MicroMeteo\n", + "from openalea.ratp.runratp import runRATP\n", + "from openalea.ratp.RATP2VTK import ratpvoxels2vtk, extract_dataframe, pyratpviewer\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "f35616f5-b15b-4707-a20a-7aac68b4afea", + "metadata": {}, + "outputs": [], + "source": [ + "# Now define the different input file names\n", + "datafolder = \"data_pyratp\"\n", + "leaf_file = \"LOD6juin0_2.vgx\"\n", + "grid_file = \"gridfromVGX_0_5m.grd\"\n", + "meteo_file = 'Forcage_sansTROU1_PARdirPOSITIF.mto'\n", + "skyvault_file = 'skyvaultsoc.skv'\n", + "vegetation_list = 'vegetationa_2004.vfn'" + ] + }, + { + "cell_type": "markdown", + "id": "cd8e8d75-8801-4091-838e-5ba296e7c65e", + "metadata": {}, + "source": [ + "## (optional) Have a look at the input files \n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a04ea479-4cd6-4716-8cd5-4815c47c61a1", + "metadata": {}, + "outputs": [], + "source": [ + "# first define some useful function\n", + "def display_file(file_path,nlines=5,encoder ='latin-1'):\n", + " \"\"\"\n", + " Loads a text file and displays the first nlines lines.\n", + "\n", + " Args:\n", + " file_path (str): Path to the text file.\n", + " nlines (int): number of lines to display, Default=5.\n", + " encoder (str): encoding type, Default=latin-1.\n", + " \"\"\"\n", + " try:\n", + " with open(file_path, 'r', encoding=encoder) as file:\n", + " lines = file.readlines()\n", + " for i, line in enumerate(lines[:nlines], 1):\n", + " print(f\"{i}: {line.strip()}\")\n", + " except FileNotFoundError:\n", + " print(f\"Error: The file '{file_path}' was not found.\")\n", + " except Exception as e:\n", + " print(f\"An error occurred: {e}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "e6b003fd-9a05-459c-9956-ee9a53d798ca", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1: Obj\tEchX\tEchY\tEchZ\tTransX\tTransY\tTransZ\tRotX\tRotY\tRotZ\tR\tG\tB\tShoot\tTdC\n", + "2: 11.0000\t15.9525\t13.6540\t1.0000\t458.8470\t391.3363\t-283.8826\t4.0452\t-22.7496\t159.3558\t0.0000\t191.0000\t0.0000\t1.0000\t1.0000\n", + "3: 11.0000\t15.9525\t13.6540\t1.0000\t467.1060\t391.3392\t-288.5748\t-8.6709\t-15.2595\t-36.3157\t0.0000\t242.0000\t0.0000\t1.0000\t1.0000\n", + "4: 11.0000\t15.9525\t13.6540\t1.0000\t462.0930\t399.6030\t-287.5786\t29.0249\t-4.3163\t143.6843\t0.0000\t32.0000\t0.0000\t1.0000\t1.0000\n", + "5: 11.0000\t15.9525\t13.6540\t1.0000\t469.3630\t397.8648\t-292.6140\t-28.6058\t-37.3282\t-45.4842\t0.0000\t252.0000\t0.0000\t1.0000\t1.0000\n" + ] + } + ], + "source": [ + "# have a look at the leaf file\n", + "display_file(os.path.join(datafolder, leaf_file))" + ] + }, + { + "cell_type": "markdown", + "id": "bfea43e3-ec29-4875-8d49-33fb4a1355c2", + "metadata": {}, + "source": [ + "It is a Vegestar file that contains different informations about leaves position and orientation. It will be read by PyRATP and turned into a list of coordinates, leaf surface and nitrogen content. One can also directly read such list, as shown in ```example/run_pyratp.py```.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d5e34741-d08e-4e5f-9eb8-dd4099767c85", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1: 11 10 12 ! nx, ny,nz\n", + "2: 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 ! dx, dy, dz (nz+1 times)\n", + "3: 0.08404499999999998 0.2980714999999997 -2.3868764999999996 ! x_orig, y_orig, z_orig\n", + "4: 44.0 0.0 0.0 ! latitude, longitude timezone (hours)\n", + "5: 0.0 ! angle (°) between axis X+ and North\n", + "6: 0 ! offset between canopy units along Y-axis\n", + "7: 1 ! number of vegetation entities in the 3D grid\n", + "8: 2 0.075 0.2 ! number of wavebands, soil reflectance for each waveband\n" + ] + } + ], + "source": [ + "# have a look at the grid file. It defines the 3D voxel grid.\n", + "display_file(os.path.join(datafolder, grid_file),10)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "99630937-c91d-4481-8ce3-d714a7bcb126", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1: day\thour\tPARglob\tPARdif\tNIRglob\tNIRdif\tRatmos\tTsol\tTair\tEair\tCO2air\tWind\n", + "2: 164\t8\t358.4\t61\t264.1\t45\t359\t36\t20.8\t1419.1\t36.8\t1\n", + "3: 164\t9\t431.5\t56.6\t320.7\t42.1\t365.5\t39.1\t22.3\t1455.2\t36.4\t1.2\n", + "4: 164\t10\t485.5\t51\t363.8\t38.2\t372.1\t42.6\t23.7\t1446.4\t36.3\t1.7\n", + "5: 164\t11\t520.5\t56.6\t400.5\t43.5\t372.7\t44.3\t25\t1313.5\t36.2\t0.9\n", + "6: 164\t12\t515\t65\t398.2\t50.2\t377.2\t38.3\t25.6\t1210.5\t36.1\t1.1\n", + "7: 164\t13\t493.3\t75.1\t374.5\t57\t383.2\t38\t26\t1163.5\t36\t1.2\n", + "8: 164\t14\t453.9\t70.4\t334.9\t52\t388.1\t41.7\t26.5\t1216.3\t36\t1.2\n", + "9: 164\t15\t327.6\t94.7\t227.9\t61.9\t393.6\t39.2\t26.8\t1265.7\t35.9\t1.1\n", + "10: 164\t16\t255.8\t131.7\t183.7\t94.3\t395.9\t30.1\t25.9\t1270.4\t36\t2.2\n" + ] + } + ], + "source": [ + "# have a look at the meteo file\n", + "display_file(os.path.join(datafolder, meteo_file),10)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bfbeae07-6b69-4b75-ae3c-0e649457723e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1: 1 pommier1_PARmoy12_TA.veg\n" + ] + } + ], + "source": [ + "# have a look at the vegetation list\n", + "display_file(os.path.join(datafolder, vegetation_list))" + ] + }, + { + "cell_type": "markdown", + "id": "76d5327b-3164-4188-a959-1b112378883d", + "metadata": {}, + "source": [ + "We see that informations about vegetation element number 1 are stored in a .veg file. Let's have a look at it:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "dce96083-1f7d-421e-b280-5d1e4a6f1019", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1: 0.5765! Parameter of foliage dispersion within voxels (1: random, <1: clumped; >1: regular)\n", + "2: 10! Number of leaf inclination angle classes\n", + "3: 0.0731\t0.2120\t0.3062\t0.2585\t0.1475\t0.0027\t0.0000\t0.0000\t0.0000\t0.0000\t! Calculé d'après digit pommiers suisses 2004\n", + "4: 2! Number of wavelength bands\n", + "5: 0.051\t0.479!\tPAR\tNIR\tscattering coefficients\n", + "6: 0.01\t0.0071!\tParameters of boundary layer conductance : ga = A1 wind_speed + A2\n", + "7: 0.\t4.12e-3! Parameters of Jarvis model: effect of leaf nitrogen content : gsmax = A1 Na + A2\n", + "8: 1\t3\t-1.223e-7\t7.579e-4\t1.0e-4! Parameters of Jarvis model: effect of leaf PAR irradiance : fgsPAR = f(PAR, µmol m-2 s-1)\n", + "9: 1\t3\t2.32e-4\t-4.02e-2\t2.07! Parameters of Jarvis model: effect of air CO2 pressure : fgsPAR = f(CA, Pa)\n", + "10: 5\t4\t0.97498\t1.\t25.01445\t11.150015!Parameters of Jarvis model: effect of leaf temperature : fgsPAR = f(LT, °C)\n", + "11: -0.266e-3\t1.3764\t1500.! Parameters of Jarvis model: effect of leaf surface VPD : gsmax = A1 VPD (Pa) + A2, A3=treshold\n", + "12: 20.0\t6.! Parameters of Farquhar's model: Vcmax25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2\n", + "13: 52.0\t15.! Parameters of Farquhar's model: Jmax25°C (µmol e m-2 s-1) = A1 Na (g m-2) + A2\n", + "14: 0.25\t0.05! Parameters of Farquhar's model: Rd25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2, Rd > 0\n", + "15: 0! 1 for leaf mine\n", + "16: 1! product of leaf thickness * mine perimeter\n" + ] + } + ], + "source": [ + "veg_file = \"pommier1_PARmoy12_TA.veg\"\n", + "display_file(os.path.join(datafolder, veg_file),20)" + ] + }, + { + "cell_type": "markdown", + "id": "4ad88b26-89f1-435e-b3b9-d877d3e5774a", + "metadata": {}, + "source": [ + "## Load inputs into PyRATP" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "53046e51-0b78-47ec-b527-b154aa2a398c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "data_pyratp/LOD6juin0_2.vgx\n", + "VEGE3D OK\n" + ] + } + ], + "source": [ + "# Create grid file\n", + "fn = os.path.join(datafolder, grid_file)\n", + "g = Grid()\n", + "g = Grid.read(fn) # g is a Fortran object containing all grid characteristics\n", + "\n", + "# Read leaf area data from digitalisation (Vegestar file)\n", + "coeff_allometric = 1 # allometric coefficient for leaf area calculation\n", + "e, x, y, z, s, n = Grid.readVgx(os.path.join(datafolder, leaf_file), coeff_allometric) # entity number, x, y ,z, surface, nitrogen" + ] + }, + { + "cell_type": "markdown", + "id": "9f3074e1-da4d-4a4c-9391-b55d851be3e5", + "metadata": {}, + "source": [ + "The vegestar file has been transformed into a list of coordinates,leaf area and nitrogen content values. One could also directly read a text file containing these data, see ```example/run_pyratp.py```. We can have a look at the leaf coordinates in a 3D space:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "4b7cb13e-be06-45a0-a7f9-aa5fa301e661", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create a 3D plot\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111, projection='3d')\n", + "\n", + "# Plot the leaf coordinates\n", + "ax.scatter(x, y, z, c='b', marker='^')\n", + "\n", + "# Labels\n", + "ax.set_xlabel('X Axis')\n", + "ax.set_ylabel('Y Axis')\n", + "ax.set_zlabel('Z Axis')\n", + "\n", + "# Enable grid\n", + "ax.grid(True)\n", + "\n", + "# Set the viewing angle \n", + "ax.view_init(elev=10, azim=75)\n", + "\n", + "# Show the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "b9eb209d-533c-4212-8853-aa056d3a0ec2", + "metadata": {}, + "source": [ + "Now we can use these coordinates to fill up the grid with the leaf area and nitrogen content values!" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "3d18ec0d-a3b9-463c-bf0b-f24d6e1aa1ce", + "metadata": {}, + "outputs": [], + "source": [ + "# fill up the grid\n", + "g, matching = Grid.fill_1(e, x, y, z, s, n, g)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "c861e8f3-2c45-42ac-b550-13acf7ded564", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MICROMETEO OK\n", + "SKYVAULT OK\n", + "VEGETATION OK\n" + ] + } + ], + "source": [ + "# Now we can read all other files (meteo, skyvault and vegetation) \n", + "\n", + "# meteo\n", + "fn = os.path.join(datafolder, meteo_file)\n", + "truesolartime = True # solar or local time\n", + "met = MicroMeteo.read(fn, truesolartime)\n", + "\n", + "# sky\n", + "fn = os.path.join(datafolder, skyvault_file )\n", + "sky = Skyvault.read(fn)\n", + "\n", + "# vegetation\n", + "fn = os.path.join(datafolder, vegetation_list)\n", + "veg = Vegetation.read(fn)" + ] + }, + { + "cell_type": "markdown", + "id": "7459f9e7-b170-4ab0-b7f9-eade7ce1e238", + "metadata": {}, + "source": [ + "## Run a simulation" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "17a6e8cb-4c12-42f1-8759-109a11e9d67c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Progress: 0.13%\n", + "Progress: 6.38%\n", + "Progress: 12.76%\n", + "Progress: 19.13%\n", + "Progress: 25.51%\n", + "Progress: 31.89%\n", + "Progress: 38.27%\n", + "Progress: 44.64%\n", + "Progress: 51.02%\n", + "Progress: 57.40%\n", + "Progress: 63.78%\n", + "Progress: 70.15%\n", + "Progress: 76.53%\n", + "Progress: 82.91%\n", + "Progress: 89.29%\n", + "Progress: 95.66%\n", + " COMPUTATIONS COMPLETED\n" + ] + } + ], + "source": [ + "# RATP: doALL (irradiation balance + photosynthesis + transpiration)\n", + "# check ```example/run_pyratp.py``` for an example with DoIrradiation only\n", + "res_spatial, res_tree = runRATP.DoAll(g, veg, sky, met) # should take less than a minute!" + ] + }, + { + "cell_type": "markdown", + "id": "7b213165-1692-4beb-8c74-05145c62454e", + "metadata": {}, + "source": [ + "## Extract the results, plot and export to vtk" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "197409b7-c0b5-4725-9582-76c046ff3be8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " VegetationType Iteration day hour AirTemperature VoxelId \\\n", + "0 1.0 1.0 164.0 8.0 20.799999 1.0 \n", + "1 1.0 1.0 164.0 8.0 20.799999 2.0 \n", + "2 1.0 1.0 164.0 8.0 20.799999 3.0 \n", + "3 1.0 1.0 164.0 8.0 20.799999 4.0 \n", + "4 1.0 1.0 164.0 8.0 20.799999 5.0 \n", + "\n", + " ShadedTemp SunlitTemp STARDirect STARSky ... ShadedArea SunlitArea \\\n", + "0 19.415968 21.679701 0.004639 0.161574 ... 0.326271 0.004905 \n", + "1 19.912445 22.135607 0.092610 0.195926 ... 0.587532 0.246644 \n", + "2 20.138557 22.345430 0.002386 0.072436 ... 1.750483 0.013437 \n", + "3 20.351616 22.539978 0.041342 0.145397 ... 0.954985 0.145217 \n", + "4 19.708347 21.948580 0.018223 0.152635 ... 0.139244 0.008602 \n", + "\n", + " ShadedGs SunlitGs ShadedAbsordbedPAR SunlitAbsordbedPAR \\\n", + "0 0.000207 0.001409 2.785785 32.890873 \n", + "1 0.000242 0.001465 3.574460 33.679550 \n", + "2 0.000160 0.001402 1.480136 31.585230 \n", + "3 0.000213 0.001459 2.753158 32.858246 \n", + "4 0.000212 0.001429 2.864575 32.969666 \n", + "\n", + " ShadedAbsordbedNIR SunlitAbsordbedNIR Area PAR \n", + "0 0.911030 1.948354 0.331176 3.231638 \n", + "1 1.195415 2.232739 0.834176 12.475755 \n", + "2 0.931581 1.968904 1.763920 1.709462 \n", + "3 1.233152 2.270476 1.100202 6.726758 \n", + "4 1.118019 2.155343 0.147846 4.616139 \n", + "\n", + "[5 rows x 24 columns]\n" + ] + } + ], + "source": [ + "# the results are stored in 2 variables : one at the voxel scale, and one at the tree scale, for each iteration\n", + "# we can extract the different results as 2 Pandas dataframe:\n", + "# first, the results at the voxel scale\n", + "dfvox = pandas.DataFrame({'VegetationType':res_spatial[:,0],\n", + " 'Iteration':res_spatial[:,1],\n", + " 'day':res_spatial[:,2],\n", + " 'hour':res_spatial[:,3],\n", + " 'AirTemperature':res_spatial[:,4],\n", + " 'VoxelId':res_spatial[:,5],\n", + " 'ShadedTemp':res_spatial[:,6],\n", + " 'SunlitTemp':res_spatial[:,7],\n", + " 'STARDirect':res_spatial[:,8],\n", + " 'STARSky':res_spatial[:,9],\n", + " 'ShadedPhoto':res_spatial[:,10],\n", + " 'SunlitPhoto':res_spatial[:,11],\n", + " 'ShadedTranspi':res_spatial[:,12],\n", + " 'SunlitTranspi':res_spatial[:,13],\n", + " 'ShadedArea':res_spatial[:,14],\n", + " 'SunlitArea':res_spatial[:,15],\n", + " 'ShadedGs':res_spatial[:,16],\n", + " 'SunlitGs':res_spatial[:,17],\n", + " 'ShadedAbsordbedPAR':res_spatial[:,18] / 4.6,\n", + " 'SunlitAbsordbedPAR':res_spatial[:,19]/ 4.6,\n", + " 'ShadedAbsordbedNIR':res_spatial[:,20] / 4.6,\n", + " 'SunlitAbsordbedNIR':res_spatial[:,21] / 4.6,\n", + " 'Area': res_spatial[:,14] + res_spatial[:,15],\n", + " 'PAR': (res_spatial[:,18] * res_spatial[:,14] + res_spatial[:,19] * res_spatial[:,15]) / (res_spatial[:,14] + res_spatial[:,15])/4.6, \n", + " })\n", + "print(dfvox.head())\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "ff76d52f-3ac5-4500-b9f3-41899c2920b6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Iteration day hour VegetationType TotalIrradiation AirTemperature \\\n", + "0 1.0 164.0 8.0 1.0 622.500000 20.799999 \n", + "1 2.0 164.0 9.0 1.0 752.200012 22.299999 \n", + "2 3.0 164.0 10.0 1.0 849.299988 23.700001 \n", + "3 4.0 164.0 11.0 1.0 921.000000 25.000000 \n", + "4 5.0 164.0 12.0 1.0 913.200012 25.600000 \n", + "\n", + " TreePhotosynthesis TreeTranspiration LeafSurfaceArea \n", + "0 2.680423 0.223904 253.597305 \n", + "1 2.156503 0.224730 253.597305 \n", + "2 1.971942 0.260929 253.597305 \n", + "3 1.859720 0.307866 253.597305 \n", + "4 1.692277 0.300776 253.597305 \n" + ] + } + ], + "source": [ + "# then the results at the tree scale\n", + "\n", + "dftree = pandas.DataFrame({'Iteration':res_tree[:,0],\n", + " 'day':res_tree[:,1],\n", + " 'hour':res_tree[:,2],\n", + " 'VegetationType':res_tree[:,3],\n", + " 'TotalIrradiation':res_tree[:,4],\n", + " 'AirTemperature':res_tree[:,5],\n", + " 'TreePhotosynthesis':res_tree[:,6],\n", + " 'TreeTranspiration': res_tree[:,7],\n", + " 'LeafSurfaceArea': res_tree[:,8],\n", + " })\n", + "\n", + "print(dftree.head())" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "8ccaf14d-542b-4761-b534-c3a5ba2cb80c", + "metadata": {}, + "outputs": [], + "source": [ + "# you can save these dataframes for a later use (visualisation or analysis)\n", + "from datetime import datetime\n", + "\n", + "timestamp = datetime.now().strftime(\"%Y%m%d_%H%M%S\")\n", + "dfvox.to_csv(f'dfvox_{timestamp}.csv', index=False)\n", + "dftree.to_csv(f'dftree_{timestamp}.csv', index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "ad2548e1-903d-49bb-a261-6c0de294367c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'TreePhotosynthesis [mol CO2 / s / m2]')" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# we can show a simple plot of a variable at the tree scale\n", + "var2plot = 'TreePhotosynthesis'\n", + "y_label = 'TreePhotosynthesis [mol CO2 / s / m2]'\n", + "\n", + "plt.figure()\n", + "plt.plot(dftree['Iteration'],dftree[var2plot])\n", + "plt.xlabel('Iteration')\n", + "plt.ylabel(y_label)\n" + ] + }, + { + "cell_type": "markdown", + "id": "923fd3db-3a2c-40af-83e7-0cad1786dd84", + "metadata": {}, + "source": [ + "## Visualisation" + ] + }, + { + "cell_type": "markdown", + "id": "da139d91-f062-4aae-a435-60e67e024f98", + "metadata": {}, + "source": [ + "PyRATP has a dedicated viewer based on the PyVista library. It allows visualizing the full 3D voxel data with a fully interactive control on the variable, day, hour, and entity. For it to run you need to install the PyVista library using ```pip install pyvista```. You can also run ```View_data_frame.py``` after saving the data frames to run the viewer alone." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "c1636e15-2059-4b94-8dba-45d8d7eb00f2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pyratpviewer(g, dfvox) # no interactivity in notebooks!" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "423164df-6481-4cba-8d96-322c54ea155d", + "metadata": {}, + "outputs": [], + "source": [ + "# You can extract a specific data at a given time to VTK format in order to view it \n", + "# with an external program (e.g., Paraview) or using again Pyvista, see example/view_vtk.py\n", + "DayToExtract = 192\n", + "HourToExtract = 12\n", + "ColToExtract = 'PAR'\n", + "\n", + "outputname = 'data_'+ColToExtract+'_day'+str(DayToExtract)+'hour'+str(HourToExtract)+'.vtk'\n", + "\n", + "array = extract_dataframe(dfvox, ColToExtract, DayToExtract, HourToExtract)\n", + "\n", + "# write VTK file\n", + "ratpvoxels2vtk(g, array,ColToExtract,outputname)" + ] + }, + { + "cell_type": "markdown", + "id": "16880f58-adc5-4aba-bd7e-943391555333", + "metadata": {}, + "source": [ + "And this is the end of this tutorial dedicated to the basics of PyRATP! " + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.11" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/example/create_grid_from_vgx.py b/example/create_grid_from_vgx.py new file mode 100644 index 00000000..90badf27 --- /dev/null +++ b/example/create_grid_from_vgx.py @@ -0,0 +1,85 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Tue Sep 16 11:54:17 2025 + +@author: cbozonnet +""" +import os +from openalea.ratp.grid import Grid +import numpy as np + +######################## inputs ################### + +datafolder = "data_pyratp" +vegestar_file = "LOD6juin0.2.vgx" +coeff_allometric = 1 + +grid_file_name = os.path.join(datafolder,"gridfromVGX_0_5m.grd") + +dx= dy= dz = 0.5 # in m + +# grid parameters +lat = 44.00 # latitude +long = 0.0 # longitude +timezone = 0.0 # timezone +angle = 0.0 # angle between x+ axis and North +offset = int(0.0) # offset between canopy unit along Y-axis +nveg = int(1) # number of vegetation entities +nwave = int(2) # number of wavebands +reflect = [0.075, 0.2] # soil reflectance for each waveband + +####################### code ####################### + +# read vgx file (obtained either from digit or plantGL viewer) +e, x, y, z, s, n = Grid.readVgx(os.path.join(datafolder, vegestar_file), coeff_allometric) + +# compute bounding box dimensions +deltaX = max(x)-min(x) +deltaY = max(y)-min(y) +deltaZ = max(z)-min(z) + +# grid dimensions +nx = int(np.ceil(deltaX/dx)) # round to higer value and turn to integer +ny = int(np.ceil(deltaY/dy)) +nz = int(np.ceil(deltaZ/dz)) + +vec_dz = [dz] * int(nz+1) # z sizes vector + +# account for extra space along x +extrax = dx*nx - deltaX +xo = min(x)- (extrax / 2.) + +# account for extra space along y +extray = dy*ny - deltaY +yo = min(y)- (extray / 2.) + +# account for extra space along z +extraz = dz*nz - deltaZ +zo = min(z)- (extraz / 2.) + +####################### gather values and save ########## + +# Gather all data +lines = [ + f"{nx} {ny} {nz+1}", # x, ny, nz + f"{dx} {dy} {' '.join(map(str, vec_dz))}", # voxels size in x y z + f"{xo} {yo} {-zo}", # min box corner + f"{lat} {long} {timezone}", # lat, long, timezone + str(angle), # angle + str(offset), # offset + str(nveg), # nveg + f"{nwave} {' '.join(map(str, reflect))}" # number of waveband and band reflection values +] + +# Write to file +with open(grid_file_name, 'w') as f: + f.write('\n'.join(lines)) + +########################## verification (optional) ######### + +fn = os.path.join(grid_file_name) +g = Grid() +g = Grid.read(fn) + +g, matching = Grid.fill_1(e, x, y, z, s, n, g) \ No newline at end of file diff --git a/example/data_pyratp/Forcage_sansTROU1_PARdirPOSITIF.mto b/example/data_pyratp/Forcage_sansTROU1_PARdirPOSITIF.mto new file mode 100644 index 00000000..adeda9eb --- /dev/null +++ b/example/data_pyratp/Forcage_sansTROU1_PARdirPOSITIF.mto @@ -0,0 +1,785 @@ +day hour PARglob PARdif NIRglob NIRdif Ratmos Tsol Tair Eair CO2air Wind +164 8 358.4 61 264.1 45 359 36 20.8 1419.1 36.8 1 +164 9 431.5 56.6 320.7 42.1 365.5 39.1 22.3 1455.2 36.4 1.2 +164 10 485.5 51 363.8 38.2 372.1 42.6 23.7 1446.4 36.3 1.7 +164 11 520.5 56.6 400.5 43.5 372.7 44.3 25 1313.5 36.2 0.9 +164 12 515 65 398.2 50.2 377.2 38.3 25.6 1210.5 36.1 1.1 +164 13 493.3 75.1 374.5 57 383.2 38 26 1163.5 36 1.2 +164 14 453.9 70.4 334.9 52 388.1 41.7 26.5 1216.3 36 1.2 +164 15 327.6 94.7 227.9 61.9 393.6 39.2 26.8 1265.7 35.9 1.1 +164 16 255.8 131.7 183.7 94.3 395.9 30.1 25.9 1270.4 36 2.2 +164 17 202.8 57.8 145.2 41.4 378.7 26.7 25.8 1162.1 36.4 1.1 +164 18 64.5 37.2 38.8 21.2 370.3 24.3 24.5 1158.4 36.3 1.1 +164 19 14 13.6 5 4.9 374.2 22.8 23.6 1143.5 36.7 0.7 +164 20 0 0 0 0 372 22 22.7 1125.7 37.5 0.7 +164 21 0 0 0 0 365.9 21.1 21.8 1135 37.5 0.7 +164 22 0 0 0 0 363.7 20.5 20.8 1184.7 37.1 0.6 +164 23 0 0 0 0 354 19.6 20 1179.5 37.2 0.7 +164 24 0 0 0 0 349.9 18.6 18.9 1197.5 37.5 0.7 +165 1 0 0 0 0 347 17.4 18.1 1226.2 37.8 0.9 +165 2 0 0 0 0 344 16.7 17.5 1240.2 38 0.9 +165 3 0 0 0 0 340.2 16.3 16.8 1240.3 38.2 0.7 +165 4 12.7 12.7 1.6 1.6 337.3 15.9 16.3 1244.5 38.1 1.1 +165 5 81.3 27.8 60.3 20.7 338.2 17.1 16.6 1241.8 37.8 0.8 +165 6 181.3 40.2 123.5 27.3 343.3 19.3 17.9 1273 37 0.6 +165 7 275.1 51.7 200.7 37.8 348.8 28.7 19.1 1279.4 37 0.7 +165 8 226.6 224.7 159.6 158.2 395.6 28.5 19.7 1279.3 36.9 1.7 +165 9 269.1 244.7 186.9 169.7 384.8 31.5 19.9 1232.5 36.8 1.2 +165 10 126.3 126.1 77.2 77 413.5 27.1 20.1 1243.8 36.5 1 +165 11 187.3 186.8 116.1 115.8 407.7 27 19.8 1258.7 36.7 1.5 +165 12 120.8 120.6 71.8 71.6 403.8 24.2 18.4 1283.5 36.6 1 +165 13 240 238.6 164.7 163.7 406.4 31.4 19.9 1273 36.6 0.6 +165 14 400.1 133.8 295.7 98.7 366.5 34.9 20.3 1256.1 36.5 1 +165 15 112.3 112.1 74.3 74.2 406.4 28.1 20.6 1183 36.5 1.5 +165 16 313.5 122.4 239.3 93.1 371.6 25.2 21.1 1113.9 36.3 1.2 +165 17 135.3 86.3 93 56.5 364.1 23.2 20.6 997.9 36.4 0.9 +165 18 86.5 37.1 59.6 24.8 343.2 20.3 20.2 915.9 36.5 0.9 +165 19 15.5 15.5 6.5 6.5 351.2 19.5 18.6 976.2 36.6 0.8 +165 20 0 0 0 0 380.2 19.2 18 959.7 36.9 0.7 +165 21 0 0 0 0 353.8 17.9 17.4 976.3 37.2 0.7 +165 22 0 0 0 0 327.5 15.6 16.4 1020.2 37.4 0.8 +165 23 0 0 0 0 324.7 14.7 15.5 1040.4 37.5 1.1 +165 24 0 0 0 0 321.9 14 14.5 1024.3 37.9 0.7 +166 1 0 0 0 0 319.8 13.5 13.9 1039.9 37.9 0.6 +166 2 0 0 0 0 318.6 13.8 13.4 1086.9 37.9 0.6 +166 3 0 0 0 0 316.8 13.4 13.1 1130.1 37.7 0.7 +166 4 12.4 12.4 1.9 1.9 315.5 13.4 12.8 1160.6 37.5 0.7 +166 5 83.8 26.4 63.4 19.9 318.2 14.4 13.7 1182.3 37.5 0.9 +166 6 181.9 39.7 130.2 28.4 322.6 16.5 14.6 1196.3 37.1 0.7 +166 7 278.3 45.4 212 34.6 327.9 25.7 16.1 1180.6 36.9 1.5 +166 8 365.5 40.6 273.2 30.4 334.4 31.6 17.7 1161.2 36.4 1.2 +166 9 437.9 40.7 330.2 30.7 340.8 36.1 19 1082.3 36.3 1.4 +166 10 490.3 45.4 370.2 34.3 348.4 39.6 20 1088.2 36.2 1.9 +166 11 543.2 76.2 419.6 58.9 355.8 40.2 21.1 1034.6 36.1 1.5 +166 12 518.6 152.6 405.9 118.8 365 34.6 21.9 951.2 36.1 1.6 +166 13 498.1 90.3 387.7 70.1 361.4 34.5 22.6 927 36.1 1.2 +166 14 461.4 58.4 354.1 44.8 356.8 38.6 23.2 896.8 36.2 1.2 +166 15 400.5 68 298.4 50.7 358.9 36.5 23 888.6 36.1 1.3 +166 16 301.7 45.9 223.3 34 355.8 25.7 23.1 893.1 36.1 1.6 +166 17 191.5 62.1 140.3 45.1 359.2 24.2 22.9 900.6 36.2 0.8 +166 18 118.3 40.1 89 30.2 356.1 22.3 22.5 870.9 36.3 1 +166 19 24.1 11.9 24.7 12.1 347.1 20.7 21.3 907.5 36.2 0.9 +166 20 0 0 0 0 342 19.2 20.1 870.7 36.6 0.8 +166 21 0 0 0 0 338.5 18.3 19 937.1 36.7 0.6 +166 22 0 0 0 0 334.7 17.3 18 959.7 36.9 0.7 +166 23 0 0 0 0 331.3 16.5 17 989.2 37.1 0.7 +166 24 0 0 0 0 328.7 16.1 16.4 1035.7 37.2 0.9 +167 1 0 0 0 0 325.7 15.2 15.5 1070.3 37.3 0.8 +167 2 0 0 0 0 323.6 14.7 15 1068.8 37.3 0.8 +167 3 0 0 0 0 322 14.3 14.4 1090.9 37.6 0.7 +167 4 12.4 12.3 1.4 1.4 321.3 14.2 14.1 1104.7 37.6 0.7 +167 5 82 24.6 63 18.9 323.2 15.3 14.8 1117.7 37.4 0.8 +167 6 184.1 46.8 136.1 34.6 329.4 17.8 16 1136.7 37.3 0.7 +167 7 275.6 53.2 213.3 41.2 335.3 26.6 17.7 1123.1 36.9 0.8 +167 8 359.8 46.9 274.4 35.8 338.5 33.6 18.9 1111.1 36.5 1.1 +167 9 435.7 50.9 336.2 39.3 343.6 38.3 20.6 1050.5 36.3 1.2 +167 10 487.7 55.6 376.9 43 348.6 40.8 21.6 808.8 36.4 1.4 +167 11 510.6 66.7 397.8 52 353.7 42 22.2 846.7 36.4 1.3 +167 12 515.8 71.4 408.2 56.5 356.6 36.2 22.8 845.9 36.3 1.2 +167 13 501 75 393.1 58.8 360.7 36.9 23.1 910.9 36.2 1.8 +167 14 460.8 83.8 353.8 64.3 363.6 39.8 23.8 939.2 36.4 1.2 +167 15 380.2 107.5 286.6 81 367.4 37.4 23.8 903.3 36.3 1.2 +167 16 294.3 102.4 225.7 78.6 364.6 27.3 23.4 941.8 36.3 1.1 +167 17 121.3 100.7 85.8 71.2 373.9 25.8 22.7 1030.6 36.2 1 +167 18 47 46.9 30.6 30.5 376.7 24.1 21.9 1067.3 36.3 0.9 +167 19 12.1 12.1 7.5 7.5 387.7 22.7 21 1131.9 36.3 0.7 +167 20 0 0 0 0 371.3 20.7 19.8 1068.1 37.1 0.9 +167 21 0 0 0 0 353.3 19.2 18.4 1040.8 36.8 0.6 +167 22 0 0 0 0 350.9 18.1 17.4 1038.2 36.8 0.8 +167 23 0 0 0 0 345.2 17 16.5 1079.6 37.2 0.9 +167 24 0 0 0 0 373.9 17.9 16 1136.5 37.3 0.8 +168 1 0 0 0 0 351.2 16.8 15.5 1182 37.5 1.1 +168 2 0 0 0 0 339.6 15.6 15 1202.7 37.7 0.8 +168 3 0 0 0 0 359.1 15.8 14.4 1213 37.9 0.8 +168 4 11.6 11.6 7.9 7.8 346.2 15.9 14.3 1212 37.9 1 +168 5 48.3 47.7 29.1 28.7 339.6 16.6 14.2 1223.7 37.9 0.8 +168 6 148.7 64 108.4 46.6 332.7 18.1 15.1 1246.8 37.4 1 +168 7 245.2 84.4 181.4 62.1 335.6 25.3 16.4 1244.5 37.1 1.2 +168 8 358.8 86.5 264.6 63.8 342.4 31.8 17.6 1232.5 36.9 1.2 +168 9 424.9 189.7 322.6 143.9 358.1 35.1 18.7 1220.4 36.7 1.1 +168 10 273 241.7 191.4 168.7 378.1 31.4 18.9 1202.7 36.5 1.3 +168 11 547.5 169.6 417.8 129.4 364.9 39.6 20.5 1154.8 36.6 1.4 +168 12 426.5 160.5 311.4 112.8 365.8 33.2 20.7 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17.5 1173.4 37.8 0.9 +170 2 0 0 0 0 341.1 16.2 16.9 1177.8 37.7 0.9 +170 3 0 0 0 0 340.6 15.7 16.1 1192.7 38 1.2 +170 4 9.5 9.5 3.9 3.9 360.1 16.7 15.6 1219.1 38.1 1 +170 5 78.1 41.2 66.6 35.2 341.6 17.1 15.7 1246.3 37.9 0.8 +170 6 161.2 75.1 122.9 56.9 343.4 19.6 16.1 1285.4 37.7 0.5 +170 7 199.6 114.4 144.2 79.7 348.5 26.2 17.8 1328 37.3 1 +170 8 344.2 94.7 260.4 71.6 354 33.2 19.2 1334.8 36.6 1.2 +170 9 415.9 106.3 312.6 79.9 362.1 38.4 20.9 1291.5 36.2 0.6 +170 10 475.6 99.3 357.7 74.7 366.1 41.9 22.1 1275 36.1 1.2 +170 11 245.7 169.3 177.2 119.3 393.6 35 22.9 1198.3 36 1 +170 12 495.9 222.8 387 173.4 396.6 36.5 24.1 1177.8 36 1.2 +170 13 474.7 177.2 366.2 135.6 385.7 38.6 25.2 1084.4 36.3 1.7 +170 14 363.5 150.3 271.6 111.9 379.3 37.2 24.7 1023.1 36.4 1.7 +170 15 342.1 111.4 248 80.2 375.9 38.1 25 995 36.6 1.5 +170 16 296.4 61.5 221.5 46 368.2 27.7 25.1 966.2 36.7 1.9 +170 17 173.1 60.6 128.4 44.7 364.8 25 24.5 978.7 36.8 1.8 +170 18 100.2 42.6 75.5 31.7 363.3 23.6 24.1 937.9 36.7 1.4 +170 19 12.8 9.9 5.6 3.8 362.2 21.2 23 963.9 36.9 1 +170 20 0 0 0 0 367.6 19.8 22.1 1013.2 37.2 0.5 +170 21 0 0 0 0 359.8 19.1 21.4 1050.4 37.7 0.6 +170 22 0 0 0 0 352.1 18.8 19.1 1170.8 37.6 1 +170 23 0 0 0 0 352.6 18.2 17.7 1190.1 37.4 0.6 +170 24 0 0 0 0 351.3 17.6 17.2 1214.2 37.6 0.6 +171 1 0 0 0 0 380.6 18.5 16.9 1234.7 38 0.4 +171 2 0 0 0 0 383.3 18.3 16.6 1237.5 37.9 0.9 +171 3 0 0 0 0 386.4 18.2 16.1 1276.5 37.5 0.5 +171 4 5.4 5.4 2.7 2.7 386.2 18.1 15.9 1296.5 37.5 0.5 +171 5 25 25 15.1 15.1 395.3 19.2 16.1 1323.8 37.7 0.5 +171 6 31.4 31.4 17 17 398.4 19.8 16.2 1314.3 37.8 0.8 +171 7 53.3 53.3 30.7 30.7 399.5 20.5 16.4 1306.3 37.7 1.2 +171 9 210.3 200.9 141.4 134.9 394 24.1 16.1 1326.6 36.9 0.8 +171 10 286.5 245.8 199.6 170 381.3 29.4 17 1271.5 36.9 0.4 +171 11 548 133.2 412.5 100.3 359.1 37.3 18.3 1306.6 36.8 1.1 +171 12 233.4 160.2 159.9 107 385.4 29.5 19.6 1157.1 36.7 1.2 +171 13 369.9 153.4 274.2 112.3 373.3 34.8 21 1010.4 36.6 1.6 +171 14 512.3 128 391.8 97.9 372.2 41.1 22.1 948.8 36.5 1.2 +171 15 443 116.4 333.6 87.7 374 39.2 22.2 924.9 36.4 1.3 +171 16 158.4 100 105.2 63.6 360.1 24.9 21 904.6 36.4 1.2 +171 17 248.7 98.1 191.8 75.7 372.3 24.7 21.2 929.5 36.4 1.4 +171 18 88.9 51.5 59.1 31.5 351.9 21.3 20.2 918.5 36.5 1.1 +171 19 26.3 14.1 24.8 13.3 339.5 19.4 19 917.2 36.5 0.8 +171 20 0 0 0 0 336.1 17.7 17.6 1014.5 36.7 0.5 +171 21 0 0 0 0 333.5 16.6 16.9 1043.1 36.8 0.5 +171 22 0 0 0 0 330.9 15.8 16.3 1049.6 37.1 0.4 +171 23 0 0 0 0 328 15 15.3 1081.4 37.4 0.7 +171 24 0 0 0 0 325.3 14.4 14.9 1096.5 37.9 0.6 +172 1 0 0 0 0 322.5 13.6 14.2 1093.7 38.3 0.4 +172 2 0 0 0 0 320.3 13 13.4 1077.1 38.6 0.6 +172 3 0 0 0 0 318.1 12.6 13 1050.2 39.1 1 +172 4 10.5 10.5 1.5 1.5 317.3 12.5 12.7 1031.8 39 1 +172 5 75.8 32.5 58.6 25.2 318.7 14.1 13.4 1032.6 38.8 0.9 +172 6 180.1 48.8 130 35.2 324 16.8 15 1067.6 38.3 0.6 +172 7 270.8 65.3 207.3 50 329.6 26.1 16.2 1093.6 37.9 0.8 +172 8 357.1 72.8 268.6 54.8 336.3 32.7 17.7 1102.2 37.3 0.9 +172 9 424.6 67.2 323.4 51.2 340.6 37.4 18.8 1080.7 36.9 0.7 +172 10 475.3 76.5 362.2 58.3 345.4 40.3 19.9 882.6 36.6 0.9 +172 11 519.8 60.7 402.6 47 348.4 41.8 20.6 882.5 36.6 1 +172 12 522.6 63.3 409 49.6 353.7 34.7 21.4 929.9 36.5 1.1 +172 13 503.2 57 391.9 44.4 354.5 34.8 22.1 904.8 36.4 1.1 +172 14 456.5 51.6 346.6 39.2 358.6 40.3 23 921.6 36.4 0.8 +172 15 386.8 48.8 286.3 36.1 359.1 38.8 23.2 959.3 36.3 1 +172 16 303 43.7 224.5 32.3 359.1 26 23.5 996.4 36.2 1.1 +172 17 209 37.1 152.4 27.1 358 23.8 23.4 1004.1 36.1 0.8 +172 18 114 27.9 80.8 19.8 355.4 22.6 22.9 1033.1 36.1 1.1 +172 19 25.6 11.6 23.8 10.7 352.1 21.1 21.9 1049.4 36.2 0.8 +172 20 0 0 0 0 347.3 19.3 20.5 1082.9 36.4 0.4 +172 21 0 0 0 0 342.6 18.5 19.2 1102.8 37.2 0.4 +172 22 0 0 0 0 337.7 17.8 17.9 1070.9 37.6 0.7 +172 23 0 0 0 0 334.9 16.8 17.1 1075.1 37.8 0.8 +172 24 0 0 0 0 332.4 16.2 16.3 1076.3 37.9 0.6 +173 1 0 0 0 0 330.3 15.2 15.4 1074.6 38.1 0.4 +173 2 0 0 0 0 327.3 14.2 14.8 1081.8 38.4 0.7 +173 3 0 0 0 0 325.2 13.5 14.1 1073.2 38.6 0.6 +173 4 13.8 13.8 3.8 3.8 324.5 13.4 14 1059.4 38.6 0.6 +173 5 83 29.2 64.5 22.8 326.2 15.2 14.9 1039.9 38.5 0.6 +173 6 181.7 45.9 132.5 33.5 330.8 17.6 15.7 1078.7 38.6 0.8 +173 7 270.8 52.8 209.5 40.9 336.3 28 17.6 1123.5 38.3 0.6 +173 8 347.1 60.4 263.2 45.7 347.2 35 19.9 1138.3 37.4 0.3 +173 9 428 56.5 326.2 43.1 354.5 40.1 21.1 1108.8 36.9 0.3 +173 10 481.5 54.7 367.3 41.7 361 43.2 22.4 1068.6 36.5 1 +173 11 515.4 59.3 397 45.7 364.2 44 23.1 1021.6 36.3 0.8 +173 12 520.8 66.1 407.1 51.7 368.8 36.8 24.2 1033.3 36.2 0.5 +173 13 506.1 85.7 391.5 66.3 374.7 38 25.2 1044.5 36.1 1 +173 14 461.4 69.5 353 53.2 375.4 42.8 26.2 919.4 36.2 1 +173 15 395.9 90.9 292.6 67.2 378.6 41 26.7 903.4 36.3 0.7 +173 16 150.3 125.7 100.3 83.5 382.8 29.1 25.6 982.3 36.1 1.1 +173 17 141.8 107.5 95 71.8 383.4 27.8 25.2 1021.2 36.1 1.3 +173 18 118.1 70.3 88.7 52.4 386.2 26.7 25.3 1052.4 36.1 1.2 +173 19 25 20.6 19.9 16.4 375.8 24 23.7 1182.4 36.3 1 +173 20 0 0 0 0 363.5 21.7 22 1160.2 36.7 0.7 +173 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-145.07979167 +44 0 0 +0 +0 +1 +2 0.075 0.2 diff --git a/example/data_pyratp/gridfromVGX_0_5m.grd b/example/data_pyratp/gridfromVGX_0_5m.grd new file mode 100644 index 00000000..63199e4c --- /dev/null +++ b/example/data_pyratp/gridfromVGX_0_5m.grd @@ -0,0 +1,8 @@ +11 10 12 ! nx, ny,nz +0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 ! dx, dy, dz (nz+1 times) +0.08404499999999998 0.2980714999999997 -2.3868764999999996 ! x_orig, y_orig, z_orig +44.0 0.0 0.0 ! latitude, longitude timezone (hours) +0.0 ! angle (°) between axis X+ and North +0 ! offset between canopy units along Y-axis +1 ! number of vegetation entities in the 3D grid +2 0.075 0.2 ! number of wavebands, soil reflectance for each waveband diff --git a/example/data_pyratp/leafarea-0_5m.txt b/example/data_pyratp/leafarea-0_5m.txt new file mode 100644 index 00000000..7d583ca5 --- /dev/null +++ b/example/data_pyratp/leafarea-0_5m.txt @@ -0,0 +1,713 @@ +"veg_type" "x" "y" "z" "leaf_area" "nitro" +0 -10.67 6.64363637 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mode 100644 index 00000000..44ab726d --- /dev/null +++ b/example/data_pyratp/pommier1_PARmoy12_TA.veg @@ -0,0 +1,16 @@ +0.5765! Parameter of foliage dispersion within voxels (1: random, <1: clumped; >1: regular) +10! Number of leaf inclination angle classes +0.0731 0.2120 0.3062 0.2585 0.1475 0.0027 0.0000 0.0000 0.0000 0.0000 ! Calculé d'après digit pommiers suisses 2004 +2! Number of wavelength bands +0.051 0.479! PAR NIR scattering coefficients +0.01 0.0071! Parameters of boundary layer conductance : ga = A1 wind_speed + A2 +0. 4.12e-3! Parameters of Jarvis model: effect of leaf nitrogen content : gsmax = A1 Na + A2 +1 3 -1.223e-7 7.579e-4 1.0e-4! Parameters of Jarvis model: effect of leaf PAR irradiance : fgsPAR = f(PAR, µmol m-2 s-1) +1 3 2.32e-4 -4.02e-2 2.07! Parameters of Jarvis model: effect of air CO2 pressure : fgsPAR = f(CA, Pa) +5 4 0.97498 1. 25.01445 11.150015!Parameters of Jarvis model: effect of leaf temperature : fgsPAR = f(LT, °C) +-0.266e-3 1.3764 1500.! Parameters of Jarvis model: effect of leaf surface VPD : gsmax = A1 VPD (Pa) + A2, A3=treshold +20.0 6.! Parameters of Farquhar's model: Vcmax25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2 +52.0 15.! Parameters of Farquhar's model: Jmax25°C (µmol e m-2 s-1) = A1 Na (g m-2) + A2 +0.25 0.05! Parameters of Farquhar's model: Rd25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2, Rd > 0 +0! 1 for leaf mine +1! product of leaf thickness * mine perimeter \ No newline at end of file diff --git a/example/data_pyratp/skyvaultsoc.skv b/example/data_pyratp/skyvaultsoc.skv new file mode 100644 index 00000000..d285f9ad --- /dev/null +++ b/example/data_pyratp/skyvaultsoc.skv @@ -0,0 +1,47 @@ +46 +9.23 12.23 0.1355 0.0043 +9.23 59.77 0.1355 0.0043 +9.23 84.23 0.1355 0.0043 +9.23 131.77 0.1355 0.0043 +9.23 156.23 0.1355 0.0043 +9.23 203.77 0.1355 0.0043 +9.23 228.23 0.1355 0.0043 +9.23 275.77 0.1355 0.0043 +9.23 300.23 0.1355 0.0043 +9.23 347.77 0.1355 0.0043 +10.81 36 0.1476 0.0055 +10.81 108 0.1476 0.0055 +10.81 180 0.1476 0.0055 +10.81 252 0.1476 0.0055 +10.81 324 0.1476 0.0055 +26.57 0 0.1207 0.014 +26.57 72 0.1207 0.014 +26.57 144 0.1207 0.014 +26.57 216 0.1207 0.014 +26.57 288 0.1207 0.014 +31.08 23.27 0.1375 0.0197 +31.08 48.73 0.1375 0.0197 +31.08 95.27 0.1375 0.0197 +31.08 120.73 0.1375 0.0197 +31.08 167.27 0.1375 0.0197 +31.08 192.73 0.1375 0.0197 +31.08 239.27 0.1375 0.0197 +31.08 264.73 0.1375 0.0197 +31.08 311.27 0.1375 0.0197 +31.08 336.73 0.1375 0.0197 +47.41 0 0.1364 0.0336 +47.41 72 0.1364 0.0336 +47.41 144 0.1364 0.0336 +47.41 216 0.1364 0.0336 +47.41 288 0.1364 0.0336 +52.62 36 0.1442 0.0399 +52.62 108 0.1442 0.0399 +52.62 180 0.1442 0.0399 +52.62 252 0.1442 0.0399 +52.62 324 0.1442 0.0399 +69.16 0 0.1378 0.0495 +69.16 72 0.1378 0.0495 +69.16 144 0.1378 0.0495 +69.16 216 0.1378 0.0495 +69.16 288 0.1378 0.0495 +90 180 0.1196 0.0481 diff --git a/example/data_pyratp/vegetationa_2004.vfn b/example/data_pyratp/vegetationa_2004.vfn new file mode 100644 index 00000000..0261a061 --- /dev/null +++ b/example/data_pyratp/vegetationa_2004.vfn @@ -0,0 +1 @@ +1 pommier1_PARmoy12_TA.veg diff --git a/example/ratp/.amlog b/example/ratp/.amlog deleted file mode 100644 index 8759a6cc..00000000 --- a/example/ratp/.amlog +++ /dev/null @@ -1,7 +0,0 @@ -# shell : aml -#----------------------------------------------------------------# -# LOG FILE : Nov 15 2010 created by pradal -# File Generated by AMAPmod 2.2.30 on Linux -#----------------------------------------------------------------# -# - diff --git a/example/ratp/AMAPmod.py b/example/ratp/AMAPmod.py deleted file mode 100644 index db484e85..00000000 --- a/example/ratp/AMAPmod.py +++ /dev/null @@ -1,63 +0,0 @@ - -""" - Presentation ALEA : REA Decembre 2003 - ************************************** -""" - -###################################################### -# Loading and exploring a digitized Plant with AMAPmod -###################################################### -from amlPy import * - -def xx(x) : - f= Feature(x, "XX") - return f if f else Undef - -def yy(x) : - f= Feature(x, "YY") - return f if f else Undef - -def zz(x) : - f= Feature(x, "ZZ") - return f if f else Undef - -def aa(x) : return Feature(x, "AA") # ne peut pas rajouter 180 AML+int -def bb(x) : return Feature(x, "BB") -def cc(x) : return Feature(x, "CC") - -def leaf_len(x) : - return 18. if Class(x) == 'F' else Undef - -def leaf_dia(x) : - return 2. if Class(x) == 'F' else Undef - -def eulerf(x) : return False - -def color1(x): - c = Class(x) - if c == 'F': - return Red - elif c == 'U': - return Green - else: - return Blue - -def lineTree(mtg, drf): - g1 = MTG(mtg) - - plants = VtxList(Scale=1) - s= """ - - dr = DressingData(drf) - f1 = PlantFrame( plants[0], Scale=3, XX=xx, YY=yy, ZZ=zz, - Length= leaf_len, - TopDiameter=leaf_dia, BottomDiameter=leaf_dia, - EulerAngles=eulerf, AA=aa, BB=bb, CC=cc, - DressingData=dr) - -""" - f1 = PlantFrame( plants[0], Scale=3) - - lt = Plot(f1, Color=color1) - return lt - diff --git a/example/ratp/Grid.py b/example/ratp/Grid.py deleted file mode 100644 index 5b02e8e4..00000000 --- a/example/ratp/Grid.py +++ /dev/null @@ -1,159 +0,0 @@ - -""" - Presentation ALEA : REA Decembre 2003 - ************************************** -""" - -from PlantGL import * - -class Color(Material): - def __init__(self,r,g,b , - diffuse=1, - specular=Color3(40,40,40), - emission=Color3(0,0,0), - shininess=0, - transparency=0): - Material.__init__(self,Color3(r,g,b),diffuse,specular, - emission,shininess, transparency) - - -def _rgb(mag, cmin, cmax): - x = (mag-cmin)/(cmax-cmin) - blue = min((max((4*(0.75-x), 0.)), 1.)) - red = min((max((4*(x-0.25), 0.)), 1.)) - green= min((max((4*math.fabs(x-0.5)-1., 0.)), 1.)) - return Color( int(red*255), int(green*255), int(blue*255)) - - -from amlPy import * - -class Grid: - - def __init__(self,nx,ny,nz,lad_num,voxelCoords,kxyz,bb): - self.nx=nx - self.ny=ny - self.nz=nz - - self.nb_filled = size(lad_num) - - self.voxelCoords = voxelCoords - self.lad_num=lad_num - self.kxyz=kxyz - self.bb=bb - self.numx=voxelCoords[:,0] - self.numy=voxelCoords[:,1] - self.numz=voxelCoords[:,2] - - def getRepresentation(self,data_array, debug = False): - """ - getRepresentation(data_array[nb_filled voxels]) -> return a scene - - Compute the representation of a grid scene with colors - """ - scene= Scene() - - box= Translated(Vector3(.5,.5,.5),Box(Vector3(.5,.5,.5))) - - def voxel( v, color ): - g= Translated(Vector3(v[0],v[1],v[2]),box) - s= Shape(g,color) - return s - - maxs = max(data_array) - mins = min(data_array) - dynamic = (mins,maxs) - - print dynamic - - # Plot all the voxels - k= 0 - print "length = %d"%(len(self.voxelCoords)) - for pt in self.voxelCoords: - color= self.color_array( pt, data_array,dynamic) - s=voxel((pt[0], pt[1], self.nz-pt[2]),color) - if s.geometry.isValid() and s.appearance.isValid(): - scene.add(s) - k=k+1 - return scene - - def color_array(self, pt, arr,dynamic): - # print "pt = ", pt - k = self.kxyz[pt-1] - interval= dynamic[1]-dynamic[0] - if k != 0 : - # print "k-1", k-1 - s = arr[k-1]-dynamic[0] - else: - # print "k", k - s=interval - - - r = 255 - g = 255-int((s/interval)*250) - - b = 0 - #print 'dynamic',dynamic - #print s - #print "(r,g,b)= ", r,g,b - return Color(r,g,b) - - -from numpy import * - -def MSVoxel2Grid(mvs,grid_scale,divisionsteps): - - setmode(1) - # shape(a1) = (214,3) - a1 = Extract(mvs, Scale=grid_scale, GridData="FilledVoxelCoordinates") - # shape(a2) = (214) - a2 = Extract(mvs, Scale=grid_scale, GridData="InterceptedAreas") - # shape(a3) = (214) - a3 = Extract(mvs, Scale=grid_scale, GridData="FilledVoxelVolumes") - - # Plot(Histogram( [int(x/10) for x in a2])) - # shape(leaf_area_density) = (214) - leaf_area_density=map(lambda x,y: x/y,a2,a3) - - # Rustine - k=0 - for v in leaf_area_density: - if not v: - del a1[k] - del a2[k] - del a3[k] - else: - k+=1 - - leaf_area_density=map(lambda x,y: x/y,a2,a3) - - # Plot(Histogram( [int(x*100) for x in leaf_area_density])) - bb = Extract(mvs, BoundingBox="Dimensions") - - - # conversions to numpy objects - njx = njy = njz = divisionsteps**grid_scale - - # shape(lad_num) = (214) - lad_num = array(leaf_area_density) - # lad_num=array([.5]*214) - fignum - voxelCoords = array(a1) - - # shape(kxyz)=(9,9,10) - kxyz= resize(array((0)),(njx,njy,njz+1)) - - indexCoords= voxelCoords - 1 # change of origin for RATP - k= 1 - for c in indexCoords: - kxyz[c]= k - k+=1 - - # Numbering soil surface areas - for jx in range(njx): - for jy in range(njy): - kxyz[jx,jy,njz]=njy*(jx)+jy - - grid= Grid(njx,njy,njz,lad_num,voxelCoords,kxyz,bb) - return grid - - diff --git a/example/ratp/Grid3D.PP1 b/example/ratp/Grid3D.PP1 deleted file mode 100644 index bfc35ecb..00000000 --- a/example/ratp/Grid3D.PP1 +++ /dev/null @@ -1,7 +0,0 @@ -16 20 15 ! number of grid voxels along X Y and Z axis -0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 0.25 ! dx, dy, (dz(jz),jz=1,njz) ! voxel size according to X- Y- and Z- axis -0.0 0.0 0.0 ! 3D grid origin -38.7 -8.8 0. ! latitude, longitude timezone (hours) -13.0 ! angle (°) between axis X+ and North -0 ! offset between canopy units along Y-axis -2 ! number of vegetation entities in the 3D grid \ No newline at end of file diff --git a/example/ratp/Planophile_walnut.veg b/example/ratp/Planophile_walnut.veg deleted file mode 100644 index c37c64c7..00000000 --- a/example/ratp/Planophile_walnut.veg +++ /dev/null @@ -1,13 +0,0 @@ -9 ! Number of leaf inclination angle classes -0.220 0.207 0.182 0.149 0.111 0.073 0.040 0.015 0.003 PLANO -2 ! Number of wavelength bands -0.085 0.425 ! PAR NIR scattering coefficients -0.01 0.0071 ! Parameters of boundary layer conductance : ga = A1 wind_speed + A2 -2.002e-3 0.740e-3 ! Parameters of Jarvis model: effect of leaf nitrogen content : gsmax = A1 Na + A2 -1 3 -3.752e-7 1.1051e-3 0.183 ! Parameters of Jarvis model: effect of leaf PAR irradiance : fgsPAR = f(PAR, µmol m-2 s-1) -1 3 2.32e-4 -4.02e-2 2.07 ! Parameters of Jarvis model: effect of air CO2 pressure : fgsPAR = f(CA, Pa) -1 3 -4.82e-3 0.24165 -2.029 ! Parameters of Jarvis model: effect of leaf temperature : fgsPAR = f(LT, °C) --1.8e-4 1.18 1000 ! Parameters of Jarvis model: effect of leaf surface VPD : gsmax = A1 VPD (Pa) + A2 -20.0 6. ! Parameters of Farquhar's model: Vcmax25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2 -52.0 15. ! Parameters of Farquhar's model: Jmax25°C (µmol e m-2 s-1) = A1 Na (g m-2) + A2 -0.25 0.05 ! Parameters of Farquhar's model: Rd25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2, Rd > 0 diff --git a/example/ratp/RatpMain.py b/example/ratp/RatpMain.py deleted file mode 100644 index c75d9fe9..00000000 --- a/example/ratp/RatpMain.py +++ /dev/null @@ -1,111 +0,0 @@ -""" -Python macro for RATP simulation: -Need input files in the same directory: -- grid3D.PP1 : contains parameters of the 3D grid -- digital.PP1 : contains canopy geometry, as a collection of leaves -- skyvault.PP1 : contains parameters of sky discretisation (here, as a 46-direction turtle sky) -- vegetation.PP1: contains file names of vegetation parameters -- plano_walnut.veg: contains parameters of vegetation types, ie physical and biological properties -- mmeteo.PP1 : contains microclimate data, ie one line = one time step -Prefixes grid3D, digital, skyvault and mmeteo are keywords used in RATP, so that simulation is identified from the file suffix (here, PP1) -""" - -#import sys -#sys.path+=[r'D:\Documents and Settings\sinoquet\Herve\Datele Mele\f2py test'] # include in sys.path the directory containing input files and Ratp Python library - -import Ratp -#Ratp.__doc__ - -# set values of physical constants -Ratp.constant_values.cv_set() -Ratp.constant_values.r # Perfect gas constant -Ratp.constant_values.sigma # Stephan-Boltzman constant - - -# define a simulation by file suffix, here "PP1" - -SPEC="PP1" - -# Solution 1 : make the 3D grid from files -# create the empty 3D grid from parameters found in file grid3D.PP1 -Ratp.grid3d.g3d_read(SPEC) -# fill the 3D grid from information found in file digital.PP1 -Ratp.grid3d.g3d_fill("PP1",1) - -# A ce stade, la grille est construite ... - -# create the skyvault from parameters found in file skyvault.PP1 -Ratp.skyvault.sv_read(SPEC) -# number of vegetation types in the 3D grid. -nvt = Ratp.grid3d.nent -# read vegetation parameters, from nvt files, the name of which is found in file vegetation.PP1. -Ratp.vegetation_types.vt_read(nvt,SPEC) -""" -WARNING: -vegetation parameters are read from one file per vegetation type -here 2 vegetation types are used, with the same name given only ONCE as an argument of method create (temporary solution of demo in La Rochelle) -""" - -# STAR computation (i.e. for a given direction) -elevation = Ratp.skyvault.hmoy[1] # Set elevation angle -azimuth = Ratp.skyvault.azmoy[1] # Set azimuth angle -solid_angle = Ratp.skyvault.omega[1] # Set solid angle -dpx = Ratp.grid3d.dx / 5. # Set beam spacing along X-axis -dpy = Ratp.grid3d.dy / 5. # Set beam spacing along Y-axis -# No computation of exchange coefficients of scattered radiation -Ratp.dir_interception.scattering=False -# compute directional interception -Ratp.dir_interception.di_doall(elevation,azimuth,solid_angle,dpx,dpy) -Ratp.dir_interception.star_canopy # print STAR value at canopy scale - -# STARsky computation, i.e. integration of STAR on sky vault hemisphere -Ratp.hemi_interception.hi_doall() -Ratp.hemi_interception.starsky_canopy # print sky-integrated STAR value at canopy scale - - -# input meteorological data -ntime=2 # integer time_step -Ratp.micrometeo.mm_read(SPEC,ntime) # read meteo data, at data line ntime in file mmeteo.PP1 - - -# short wave radiation balance computations -Ratp.shortwave_balance.swrb_doall() -# energy balance computations -Ratp.energy_balance.eb_doall() -# photosynthesis computations -Ratp.photosynthesis.farquhar_parameters_set() -Ratp.photosynthesis.farquhar_scaling_factors() -Ratp.photosynthesis.ps_doall() - -""" -WARNING: -There is presently no output module, so that computed values are not stored in files -Output data is available in public variables of the RATP modules -""" - - -""" -# Solution 2 : make the grid from minimum set of parameters : number of voxels along X Y Z axis, size of bounding box along X, Y Z axis -# Other parameters are given default values -# Solution 2 must be used to fill the grid from MVS module -njx = 2 -njy = 3 -njz = 4 -size_box_x = 4. # meters -size_box_y = 5. # meters -size_box_z = 3.75 # meters - -Ratp.grid3d.create(njx,njy,njz,size_box_x,size_box_y,size_box_z) # create the empty 3D grid from parameters found in file grid3D.PP1 - -Ratp.grid3d.xlad = Extract(mvs, Scale=2, Data=leaf_area_density) # je pense que c'est ici qu'il faut alimenter les tableaux d'entrée de structure de RATP - -# Ici remplissage manuel des tableaux ... - -Ratp.grid3d.xlad=[[ 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1.,1.,1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1.]] -Ratp.grid3d.kxyz=[[[1, 2, 3, 4, 1],[5, 6, 7, 8, 2],[9, 10, 11, 12, 3]],[[13, 14, 15, 16, 4],[17, 18, 19, 20, 5],[21, 22, 23, 24, 6]]] -Ratp.grid3d.numx=[1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2] -Ratp.grid3d.numy=[1,2,3,1,2,3,1,2,3,1,2,3,1,2,3,1,2,3,1,2,3,1,2,3] -Ratp.grid3d.numz=[1,2,3,4,1,2,3,4,1,2,3,4,1,2,3,4,1,2,3,4,1,2,3,4] -Ratp.grid3d.nveg=njx*njy*njz - -""" diff --git a/example/ratp/RatpMain22.py b/example/ratp/RatpMain22.py deleted file mode 100644 index f948f8d9..00000000 --- a/example/ratp/RatpMain22.py +++ /dev/null @@ -1,75 +0,0 @@ -""" -Python macro for RATP simulation: -Need input files in the same directory: -- grid3D.PP1 : contains parameters of the 3D grid -- digital.PP1 : contains canopy geometry, as a collection of leaves -- skyvault.PP1 : contains parameters of sky discretisation (here, as a 46-direction turtle sky) -- speciesplano.spc: contains parameters of vegetation types, ie physical and biological properties -- mmeteo.PP1 : contains microclimate data, ie one line = one time step -Prefixes grid3D, digital, skyvault and mmeteo are keywords used in RATP, so that simulation is identified from the file suffix (here, PP1) -""" - -import sys -#sys.path+=[r'D:\Documents and Settings\sinoquet\Herve\Datele Mele\f2py test\RatpPy_dec03'] # include in sys.path the directory containing input files and libRATP Python library - -import libRatp - -SPEC="PP1" # define a simulation by file suffix, here "PP1" - -# Solution 1 : make the 3D grid from files -libRatp.grid3d.read(SPEC) # create the empty 3D grid from parameters found in file grid3D.PP1 -libRatp.grid3d.fill(SPEC,1) # fill the 3D grid from information found in file digital.PP1 - -# Solution 2 : make the grid from minimum set of parameters : number of voxels along X Y Z axis, size of bounding box along X, Y Z axis -# Other parameters are given default values -# Solution 2 must be used to fill the grid from MVS module -njx = 2 -njy = 3 -njz = 4 -size_box_x = 4. # meters -size_box_y = 5. # meters -size_box_z = 3.75 # meters - -libRatp.grid3d.create(njx,njy,njz,size_box_x,size_box_y,size_box_z) # create the empty 3D grid from parameters found in file grid3D.PP1 - -libRatp.grid3d.xlad = Extract(mvs, Scale=2, Data=leaf_area_density) # je pense que c'est ici qu'il faut alimenter les tableaux d'entrée de structure de RATP - -# A ce stade, la grille est construite ... - -libRatp.skyvault.create(SPEC,1) # create the skyvault from information found in file skyvault.PP1 -libRatp.vegetation_types.create(libRatp.grid3d.nent,'speciesplano.spc') # read vegetation parameters, here in file speciesplano.spc -""" -WARNING: -vegetation parameters are read from one file per vegetation type -here 2 vegetation types are used, with the same name given only ONCE as an argument of method create (temporary solution of demo in La Rochelle) -""" - -libRatp.diffscatt_interception.do_all() # compute interception of incident diffuse and scattered radiation - -libRatp.micrometeo.initiate(SPEC) # open microclimate file, ie file mmeteo.PP1 -while libRatp.micrometeo.iarretmm == False: # while the end of file mmeteo.PP1 is not reached - libRatp.micrometeo.inputdata() # read microclimate data of current time step - if libRatp.micrometeo.iarretmm == False: - libRatp.shortwave_radiation_balance.do_all() # compute short wave radiation balance - leaf_irradiance = libRatp.shortwave_radiation_balance.parirrad # par exemple pour récuperer un tableau de sortie de RATP - libRatp.energy_balance.energy_balance_do_all() # compute energy balance - -""" -WARNING: -There is presently no output module, so that computed values are not stored in files -Output data is available in public variables of the RATP modules -""" - - -# Remplissage manuel des tableaux ... - -libRatp.grid3d.xlad=[[ 1., 1., 1., 1., 1., 1., 1., 1., 1., 1., 1.,1.,1., 1., 1., 1., 1., 1., 1., 1., 0.]] - -libRatp.grid3d.kxyz=[[[1, 2, 3, 4, 1],[5, 6, 7, 8, 2],[9, 10, 11, 12, 3]],[[13, 14, 15, 16, 4],[17, 18, 19, 20, 5],[21, 22, 23, 24, 6]]] - - -libRatp.grid3d.numx=[1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2,1,2] -libRatp.grid3d.numy=[1,2,3,1,2,3,1,2,3,1,2,3,1,2,3,1,2,3,1,2,3,1,2,3] -libRatp.grid3d.numy=[1,2,3,4,1,2,3,4,1,2,3,4,1,2,3,4,1,2,3,4,1,2,3,4] - - diff --git a/example/ratp/RatpPy.py b/example/ratp/RatpPy.py deleted file mode 100644 index 25c68700..00000000 --- a/example/ratp/RatpPy.py +++ /dev/null @@ -1,79 +0,0 @@ -import sys -# include in sys.path the directory containing input files and Ratp Python library -#sys.path+=[r'C:\Python23\Lib\site-packages\Ratp'] - -import alinea.pyratp.pyratp as Ratp -import Ratp -from numpy import * - -# un seul type de vegetation dans le grille -nentmax = 1 -# define a simulation by file suffix, here "PP1" -SPEC="PP1" - -# new -Ratp.constant_values.cv_set() - -class RatpPy: - def __init__(self,grid): - - self.grid=grid - Ratp.constant_values.cv_set() - - Ratp.grid3d.nentmax = nentmax - # RATP now have to allocate memory - Ratp.grid3d.g3d_create(grid.nx,grid.ny,grid.nz, - grid.bb[0]/100.,grid.bb[1]/100.,grid.bb[2]/100.) - - Ratp.grid3d.leafareadensity= resize(grid.lad_num*10., - (Ratp.grid3d.nent,size(grid.lad_num))) - - Ratp.grid3d.numx= grid.voxelCoords[:,0] - Ratp.grid3d.numy= grid.voxelCoords[:,1] - Ratp.grid3d.numz= grid.voxelCoords[:,2] - - Ratp.grid3d.nveg= grid.nb_filled - - Ratp.grid3d.kxyz = grid.kxyz - dx, dy, dz= Ratp.grid3d.dx, Ratp.grid3d.dy, Ratp.grid3d.dz[0] - Ratp.grid3d.s_vt_vx= Ratp.grid3d.leafareadensity *dx*dy*dz - - Ratp.grid3d.s_vt=array([sum(Ratp.grid3d.s_vt_vx[0])]) - Ratp.grid3d.s_vx=Ratp.grid3d.s_vt_vx[0] - Ratp.grid3d.s_canopy= Ratp.grid3d.s_vt[0] - - - def create_skyvault(self): - # create the skyvault from information found in file skyvault.PP1 - Ratp.skyvault.sv_read(SPEC) - - def create_vegetation_type(self): - # read vegetation parameters - Ratp.vegetation_types.vt_read(Ratp.grid3d.nent, SPEC) - - def nb_dirs(self): - return size(Ratp.skyvault.hmoy) - - def compute_STARdir(self, i): - # compute interception of incident diffuse and scattered radiation - - # Set elevation, azimuth and solid angle - elevation = Ratp.skyvault.hmoy[i] - azimuth = Ratp.skyvault.azmoy[i] - solid_angle = Ratp.skyvault.omega[i] - - # Set beam spacing along X and Y axis - dpx = Ratp.grid3d.dx / 5. - dpy = Ratp.grid3d.dy / 5. - - # No computation of exchange coefficients of scattered radiation - Ratp.dir_interception.scattering=False - - # compute directional interception - Ratp.dir_interception.di_doall(elevation,azimuth,solid_angle,dpx,dpy) - - #Ratp.hemi_interception.hi_doall() - return Ratp.dir_interception.star_vx - - - diff --git a/example/ratp/SpeciesPlano.spc b/example/ratp/SpeciesPlano.spc deleted file mode 100644 index 492e26ef..00000000 --- a/example/ratp/SpeciesPlano.spc +++ /dev/null @@ -1,13 +0,0 @@ -9 ! Number of leaf inclination angle classes -0.220 0.207 0.182 0.149 0.111 0.073 0.040 0.015 0.003 PLANO -2 ! Number of wavelength bands -0.085 0.425 ! PAR NIR scattering coefficients -0.01 0.0071 ! Parameters of boundary layer conductance : ga = A1 wind_speed + A2 -2.002e-3 0.740e-3 ! Parameters of Jarvis model: effect of leaf nitrogen content : gsmax = A1 Na + A2 -1 3 -3.752e-7 1.1051e-3 0.183 ! Parameters of Jarvis model: effect of leaf PAR irradiance : fgsPAR = f(PAR, µmol m-2 s-1) -1 3 2.32e-4 -4.02e-2 2.07 ! Parameters of Jarvis model: effect of air CO2 pressure : fgsPAR = f(CA, Pa) -1 3 -4.82e-3 0.24165 -2.029 ! Parameters of Jarvis model: effect of leaf temperature : fgsPAR = f(LT, °C) --1.8e-4 1.18 ! Parameters of Jarvis model: effect of leaf surface VPD : gsmax = A1 VPD (Pa) + A2 -20.0 6. ! Parameters of Farquhar's model: Vcmax25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2 -52.0 15. ! Parameters of Farquhar's model: Jmax25°C (µmol e m-2 s-1) = A1 Na (g m-2) + A2 -0.25 0.05 ! Parameters of Farquhar's model: Rd25°C (µmol CO2 m-2 s-1) = A1 Na (g m-2) + A2, Rd > 0 diff --git a/example/ratp/alea_presentation.py b/example/ratp/alea_presentation.py deleted file mode 100644 index 50a6096c..00000000 --- a/example/ratp/alea_presentation.py +++ /dev/null @@ -1,77 +0,0 @@ - -""" - Presentation ALEA : REA Decembre 2003 - ************************************** -""" - -import os -import sys -#os.chdir(r'D:\pradal\formation\Demo') -#sys.path.append(os.curdir) - -###################################################### -# Loading and exploring a digitized Plant with AMAPmod -###################################################### - -from amlPy import * - -mtg= "./manguier_a21.mtg" -drf= "./manguier.drf" - -import AMAPmod -lt= AMAPmod.lineTree(mtg,drf) - -################################################################ -# Building a multiscale voxel space for analyzing plant geometry -################################################################ - -VDepth = 3 -grid_scale=3 -divisionsteps = 3 - -mvs = MSVoxel(lt, DivisionSteps=[divisionsteps], Depth=VDepth) -Plot(mvs, Scale=grid_scale) - -import Grid - -grid= Grid.MSVoxel2Grid(mvs,grid_scale,divisionsteps) - -################### -# Using RATP module -################### - -# 1 Accessing primitives of lib RATP - - -import RatpPy - -ratp= RatpPy.RatpPy(grid) - -# create the skyvault from information found in file skyvault.PP1 -ratp.create_skyvault() - -# read vegetation parameters -ratp.create_vegetation_type() - -# compute interception of incident diffuse and scattered radiation -#star= ratp.compute_STARdir(0) - -#scene= grid.getRepresentation(star) - -############################################### -# Using PlantGL module to explore RATP results -############################################### - -from PlantGL import * - -#Viewer.display(scene) - -n= ratp.nb_dirs() -for i in range(2): - r = Viewer.question("Star Visualization","Step "+str(i)+"/"+str(n)) - star= ratp.compute_STARdir(i) - Viewer.display(grid.getRepresentation(star)) - - - - diff --git a/example/ratp/digital.PP1 b/example/ratp/digital.PP1 deleted file mode 100644 index fb981381..00000000 --- a/example/ratp/digital.PP1 +++ /dev/null @@ -1,8801 +0,0 @@ -1 210 48 -60 22 2 Entrenoeuds Plante 1, Pêcher 1 du Portugal 1998 -1 208 46 -56 22 2 -1 205 45 -52 22 2 -1 204 44 -52 22 2 -1 204 44 -52 22 2 -1 201 42 -54 22 2 -1 199 40 -55 22 2 -1 197 39 -55 22 2 -1 195 37 -57 22 2 -1 192 34 -60 22 2 -1 189 31 -64 22 2 -1 186 30 -66 22 2 -1 183 30 -65 22 2 -1 180 31 -65 22 2 -1 177 31 -64 22 2 -1 174 31 -63 22 2 -1 172 31 -63 22 2 -1 169 32 -62 22 2 -1 167 32 -62 22 2 -1 166 32 -62 22 2 -1 165 32 -62 22 2 -1 163 32 -61 22 2 -1 162 32 -61 22 2 -1 161 32 -61 22 2 -1 160 32 -61 22 2 -1 158 32 -60 22 2 -1 157 32 -60 22 2 -1 185 28 -69 22 2 -1 183 27 -71 22 2 -1 181 26 -74 22 2 -1 179 25 -75 22 2 -1 177 24 -78 22 2 -1 176 23 -80 22 2 -1 174 22 -82 22 2 -1 173 20 -85 22 2 -1 170 19 -87 22 2 -1 168 18 -90 22 2 -1 166 17 -93 22 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a/example/ratp/manguier.drf b/example/ratp/manguier.drf deleted file mode 100644 index a71c6eb3..00000000 --- a/example/ratp/manguier.drf +++ /dev/null @@ -1,8 +0,0 @@ -SMBPath = d:\pradal\devlp\AMAPmod\databases\SMBFiles - -# SMBModel feuille = feui136 #feui113 - -Geometry = d:\pradal\devlp\AMAPmod\databases\GEOMFiles\leaf.geom -# contains symbol a_leaf - -Class F = a_leaf diff --git a/example/ratp/manguier_a21.mtg b/example/ratp/manguier_a21.mtg deleted file mode 100644 index 74076288..00000000 --- a/example/ratp/manguier_a21.mtg +++ /dev/null @@ -1,3950 +0,0 @@ -CODE: FORM-A -CLASSES: -SYMBOL SCALE DECOMPOSITION INDEXATION DEFINITION -$ 0 FREE FREE IMPLICIT -E 1 CONNECTED FREE EXPLICIT -J 1 CONNECTED FREE EXPLICIT -U 2 CONNECTED FREE EXPLICIT -I 2 CONNECTED FREE EXPLICIT -B 2 CONNECTED FREE EXPLICIT -D 2 CONNECTED FREE EXPLICIT -M 2 CONNECTED FREE EXPLICIT -S 3 CONNECTED FREE EXPLICIT -F 3 CONNECTED FREE EXPLICIT -DESCRIPTION: -LEFT RIGHT RELTYPE MAX -U U,I,B,D,M + ? -U U,I,B,D,M < ? -I U,I,B,D,M + ? -M U,I,B,D,M + ? -M U,I,B,D,M < ? -S S,F + ? -S S,F < ? -F S,F < ? -FEATURES: -NAME TYPE -XX REAL -YY REAL -ZZ REAL -AA REAL -BB REAL -CC REAL -Long REAL -TopDiameter REAL -BottomDiameter REAL -num_plant INT -nb_Feuilles INT -Remarque ALPHA -MTG: -ENTITY-CODE XX YY ZZ AA BB CC Long TopDiameter BottomDiameter num_plant nb_Feuilles Remarque - /E21 -19.41 32.88 -19.6 -63.66 3.54 10.25 0 21 A21 -^/U1< convert back to W.m2 (cf shortwavebalance, line 306) + dfvox = pandas.DataFrame({'VegetationType':VegetationType, + 'Iteration':Iteration, + 'day':day, + 'hour':hour, + 'VoxelId':VoxelId, + 'ShadedPAR':ShadedPAR / 4.6, + 'SunlitPAR':SunlitPAR / 4.6, + 'ShadedArea':ShadedArea, + 'SunlitArea': SunlitArea, + 'Area': ShadedArea + SunlitArea, + 'PAR': (ShadedPAR * ShadedArea + SunlitPAR * SunlitArea) / (ShadedArea + SunlitArea) / 4.6, + 'intercepté' : Pintercepted, + 'transmis' : Ptransmitted, + }) +else: + # RATP: doALL + res_spatial, res_tree = runRATP.DoAll(g, veg, sky, met) + + dfvox = pandas.DataFrame({'VegetationType':res_spatial[:,0], + 'Iteration':res_spatial[:,1], + 'day':res_spatial[:,2], + 'hour':res_spatial[:,3], + 'AirTemperature':res_spatial[:,4], + 'VoxelId':res_spatial[:,5], + 'ShadedTemp':res_spatial[:,6], + 'SunlitTemp':res_spatial[:,7], + 'STARDirect':res_spatial[:,8], + 'STARSky':res_spatial[:,9], + 'ShadedPhoto':res_spatial[:,10], + 'SunlitPhoto':res_spatial[:,11], + 'ShadedTranspi':res_spatial[:,12], + 'SunlitTranspi':res_spatial[:,13], + 'ShadedArea':res_spatial[:,14], + 'SunlitArea':res_spatial[:,15], + 'ShadedGs':res_spatial[:,16], + 'SunlitGs':res_spatial[:,17], + 'ShadedAbsordbedPAR':res_spatial[:,18] / 4.6, + 'SunlitAbsordbedPAR':res_spatial[:,19]/ 4.6, + 'ShadedAbsordbedNIR':res_spatial[:,20] / 4.6, + 'SunlitAbsordbedNIR':res_spatial[:,21] / 4.6, + 'Area': res_spatial[:,14] + res_spatial[:,15], + 'PAR': (res_spatial[:,18] * res_spatial[:,14] + res_spatial[:,19] * res_spatial[:,15]) / (res_spatial[:,14] + res_spatial[:,15])/4.6, + }) + + dftree = pandas.DataFrame({'Iteration':res_tree[:,0], + 'day':res_tree[:,1], + 'hour':res_tree[:,2], + 'VegetationType':res_tree[:,3], + 'TotalIrradiation':res_tree[:,4], + 'AirTemperature':res_tree[:,5], + 'TreePhotosynthesis':res_tree[:,6], + 'TreeTranspiration': res_tree[:,7], + 'LeafSurfaceArea': res_tree[:,8], + }) + +# ---- save data frame & grid --- + +# timestamp = datetime.now().strftime("%Y%m%d_%H%M%S") +# dfvox.to_csv(f'dfvox_{timestamp}.csv', index=False) +# dftree.to_csv(f'dftree_{timestamp}.csv', index=False) + +################## 5) plot some global variable at tree scales ############# + +plt.figure(1) +plt.plot(dftree['Iteration'],dftree[var2plot]) +plt.xlabel('Iteration') +plt.ylabel(y_label) + +############ 4) export a vtk file at given time and variable ################ + +outputname = 'data_'+ColToExtract+'_day'+str(DayToExtract)+'hour'+str(HourToExtract)+'.vtk' + +array = extract_dataframe(dfvox, ColToExtract, DayToExtract, HourToExtract) + +#write VTK file +ratpvoxels2vtk(g, array, ColToExtract, outputname) + +############ instantaneous viewer ############ + +p = pyratpviewer(g, dfvox) + diff --git a/example/view_vtk.py b/example/view_vtk.py new file mode 100644 index 00000000..6f5c4002 --- /dev/null +++ b/example/view_vtk.py @@ -0,0 +1,29 @@ +#!/usr/bin/env python3 +# -*- coding: utf-8 -*- +""" +Created on Wed Sep 24 14:23:22 2025 + +@author: cbozonnet +""" + +##### a program to view VTK files from python using PyVista ###### + +## INSTALL PYVISTA BEFORE RUNNING THIS CODE +## USING in a terminal : pip install pyvista +## within you pyratp environment + +import pyvista as pv + +# Read the VTK file +grid = pv.read('data_PAR_day192hour12.vtk') + +# Print available arrays (scalars/vectors) +print(grid.array_names) + +# threshold scalar field to remove non-existing voxels +thresholded = grid.threshold(value=-100, scalars='PAR_entity_1') + +# Plot with scalars colored +plotter = pv.Plotter() +plotter.add_mesh(thresholded, cmap='viridis') +plotter.show() diff --git a/meson.build b/meson.build index 7c502879..fa211230 100644 --- a/meson.build +++ b/meson.build @@ -8,3 +8,4 @@ project('PyRATP', 'c', add_languages('fortran') subdir('src/openalea/ratp') +subdir('src/openalea/ratp_wralea') diff --git a/options.py b/options.py deleted file mode 100644 index 37424cdc..00000000 --- a/options.py +++ /dev/null @@ -1,8 +0,0 @@ -#scons parameters file -#use this file to pass custom parameter to SConstruct script - -import sys -if(sys.platform.startswith('win')): - #compiler='msvc' - compiler= 'mingw' # by default on windows - diff --git a/pyproject.toml b/pyproject.toml index bd94e6cb..1cd66c87 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -85,6 +85,10 @@ Changelog = "https://github.com/openalea/PyRATP/releases" [tool.setuptools.package-data] "pyratp_data" = ['*.pyd', '*.so'] # not following actual guidelines 02/06/2025 not sure but I feel it is needed +"*" = ['*.vgx', '*.can', '*.grd', '*.mat', '*.veg','*.mat', '*.mto', '*.skv', '*.vfn', '*.txt'] [project.entry-points."wralea"] -"pyratp" = "openalea.ratp_wralea" +"openalea.ratp" = "openalea.ratp_wralea" +"openalea.ratp.demo" = "openalea.ratp_wralea.demo" +"openalea.ratp.data" = "openalea.ratp_wralea.data" + diff --git a/src/f90/mod_Energy_BalanceF2PY.f90 b/src/f90/mod_Energy_BalanceF2PY.f90 index e6e122e5..9eee6f56 100644 --- a/src/f90/mod_Energy_BalanceF2PY.f90 +++ b/src/f90/mod_Energy_BalanceF2PY.f90 @@ -245,7 +245,8 @@ subroutine eb_doall_mine rn=rn-rayirt(joe,je,k)/S_detailed(joe,je,k) ! 1'- Derivative of net radiation with regard to leaf temperature: drn - + write(*,*) 'Iteration #',niter,'Maximum deviation from energy balance (W m-2) : ',bilanmax + write(*,*) 'Iteration #',niter,'Maximum deviation of leaf temperature between two iter steps (C): ',LeafDiffTempMax drn=2*4*sigma*(ts(joe,je,k)+273.15)**3*(ffvv(k,je,k,je)*S_detailed(joe,je,k)/(S_vt_vx(je,k))-1.) @@ -1051,8 +1052,7 @@ subroutine eb_doall2 end do - write(*,*) 'Iteration #',niter,'Maximum deviation from energy balance (W m-2) : ',bilanmax - write(*,*) 'Iteration #',niter,'Maximum deviation of leaf temperature between two iter steps (C): ',LeafDiffTempMax + next_iter = (LeafDiffTempMax.gt.(0.01)).and.(niter.lt.90) if (niter.eq.90) then write(*,*) 'WARNING ... the maximum number of iterations has been reached' @@ -1061,7 +1061,8 @@ subroutine eb_doall2 end if !next_iter = (niter.lt.50) end do - + !write(*,*) 'Iteration #',niter,'Maximum deviation from energy balance (W m-2) : ',bilanmax + !write(*,*) 'Iteration #',niter,'Maximum deviation of leaf temperature between two iter steps (C): ',LeafDiffTempMax !write(*,*) 'niter,next_iter,k,je,joe,uref(numz(k)),rh,rn,E(joe,je,k),h' !o k=1,nveg ! Computation of the energy balance @@ -1543,10 +1544,10 @@ subroutine sub_brent(rn,sigma,rho,cp,taref,rh,gamma,ga,jent,earef,leaf_nitrogen, ! Test whether root is bracketed if (.not. bracketsRoot(fa,fb)) then if (abs(fa)) !write(*,*) '...mm_read : ' @@ -432,7 +441,7 @@ subroutine do_all call ps_destroy !write(*,*) '...ps_destroy ok ' - !write(*,*) 'CALCULS TERMINES 2' + write(*,*) 'COMPUTATIONS COMPLETED' end subroutine do_all @@ -547,7 +556,7 @@ subroutine do_interception call di_destroy call hi_destroy call swrb_destroy - !write(*,*) 'CALCULS TERMINES INTERCEPTION' + write(*,*) 'COMPUTATIONS COMPLETED' end subroutine do_interception subroutine out_rayt_destroy diff --git a/src/openalea/ratp/IOtable.py b/src/openalea/ratp/IOtable.py index 4f411939..6fd7e72c 100644 --- a/src/openalea/ratp/IOtable.py +++ b/src/openalea/ratp/IOtable.py @@ -1,7 +1,11 @@ +""" Input/output functions for tables in csv or txt format. +This module may be rewrite for efficiency using pandas library. +""" + from os.path import join def N_lignes (fichier) : - """compte le nombre de lignes d'un fichier (compte le nombre d'elements de la liste readlines()""" + """Count the number of lines in a file without changing the file pointer position""" position_ini = fichier.tell() fichier.seek(0) @@ -10,16 +14,16 @@ def N_lignes (fichier) : return N_tot_lignes def transcript_csv_str (fichier) : - """ transcrit une ligne d'un fichier.csv en liste de float """ + """ Convert a line of csv into a list of float """ ligne_ch = fichier.readline() - liste, i, caract = [], 0, '' #initialise une liste vide et un indice a 0 et une chaine de caractere vide + liste, i, caract = [], 0, '' #init a empty list and an index at 0 and an empty string - if ligne_ch == '' : #verifie si la chaine est vide + if ligne_ch == '' : #check if the string is empty return 'chaine vide' - while ligne_ch[i] != '\n': #boucle pour une valeur en .csv (separateur ;) + while ligne_ch[i] != '\n': #loop for a value in .csv (separator ;) ch = ligne_ch[i] - if ligne_ch[i] == ',' : #converti separateur decimal en point + if ligne_ch[i] == ',' : #convert decimal separator into point ch = '.' if ligne_ch[i] == ';' : liste.append (caract) @@ -28,11 +32,11 @@ def transcript_csv_str (fichier) : caract = caract + ch i=i+1 - liste.append (caract) #ajoute la derniere valeur + liste.append(caract) # add the last value return liste def table_csv_str (fichier) : - """transcrit un fichier .csv de nombres en un tableau (liste de liste) de nombre reels """ + """transcribe a .csv file of strings into a table (list of list) of strings """ fichier.seek(0) liste, n = [], N_lignes(fichier) @@ -43,16 +47,15 @@ def table_csv_str (fichier) : return liste def transcript_csv (fichier) : - """ transcrit une ligne d'un fichier.csv en liste de float """ + """ Convert a line of csv into a list of float """ ligne_ch = fichier.readline() - liste, i, caract = [], 0, '' #initialise une liste vide et un indice a 0 et une chaine de caractere vide - - if ligne_ch == '' : #verifie si la chaine est vide + liste, i, caract = [], 0, '' + if ligne_ch == '' : #check if the string is empty return 'chaine vide' - while ligne_ch[i] != '\n': #boucle pour une valeur en .csv (separateur ;) + while ligne_ch[i] != '\n': #loop for a value in .csv (separator ;) ch = ligne_ch[i] - if ligne_ch[i] == ',' : #converti separateur decimal en point + if ligne_ch[i] == ',' : #convert decimal separator into point ch = '.' if ligne_ch[i] == ';' : liste.append (float(caract)) @@ -61,12 +64,12 @@ def transcript_csv (fichier) : caract = caract + ch i=i+1 - liste.append (float(caract)) #ajoute la derniere valeur + liste.append (float(caract)) # add the last value return liste def table_csv (fichier) : - """transcrit un fichier .csv de nombres en un tableau (liste de liste) de nombre reels """ + """transcribe a .csv file into a table (list of list) of floats """ fichier.seek(0) liste, n = [], N_lignes(fichier) @@ -77,14 +80,13 @@ def table_csv (fichier) : return liste def transcript_txt (fichier) : - """ transcrit une ligne d'un fichier.txt en liste de chaine """ + """ Convert a line of txt into a list of strings """ ligne_ch = fichier.readline() - liste, i, caract = [], 0, '' #initialise une liste vide et un indice a 0 et une chaine de caractere vide - - if ligne_ch == '' : #verifie si la chaine est vide + liste, i, caract = [], 0, '' + if ligne_ch == '' : return 'chaine vide' - while ligne_ch[i] != '\n': #boucle pour une valeur en .csv (separateur ;) + while ligne_ch[i] != '\n': ch = ligne_ch[i] if (ligne_ch[i] == ' ' or ligne_ch[i] == "\t") and caract != '' : liste.append (caract) @@ -93,12 +95,12 @@ def transcript_txt (fichier) : caract = caract + ch i=i+1 - liste.append (caract) #ajoute la derniere valeur + liste.append (caract) return liste def table_txt (fichier) : - """transcrit un fichier .txt un tableau (liste de liste) de chaines """ + """transcribe a .txt file into a table (list of list) of strings """ fichier.seek(0) liste, n = [], N_lignes(fichier) @@ -109,7 +111,7 @@ def table_txt (fichier) : return liste def ecriture_csv (table, fichier) : - """ ecrit table (liste de liste) de chiffre dans un fichier csv """ + """ write table (list of list) of numbers into a csv file """ for i in range (len(table)): for j in range (len(table[i][0:])-1) : fichier.write(str(table[i][j])) @@ -119,7 +121,7 @@ def ecriture_csv (table, fichier) : fichier.close() def ecriture_txt (table, fichier) : - """ ecrit table (liste de liste) de chiffre dans un fichier txt """ + """ write table (list of list) of numbers into a txt file """ for i in range (len(table)): for j in range (len(table[i][0:])-1) : fichier.write(str(table[i][j])) @@ -129,7 +131,7 @@ def ecriture_txt (table, fichier) : fichier.close() def copie_partielle (fichier,out,n,m): - """ recopie de fichier des lignes n a m dans le fichier out """ + """ copy lines from n to m from fichier to out """ for i in range(m): ligne_ch = fichier.readline() if i>=n: @@ -137,8 +139,9 @@ def copie_partielle (fichier,out,n,m): def conv_dataframe(tab): - """ converti liste de liste en dictionnaire; prend la cle comme le pemier element de la liste""" - """ format a priori compatible pour conversion en data.frame R""" + """ convert list of list into dictionary of lists with 1st row as key. + Format compatible for R DataFrame + """ dat = {} for i in range(len(tab)): dat[str(tab[i][0])] = tab[i][1:] @@ -146,8 +149,10 @@ def conv_dataframe(tab): return dat #r.as_data_frame(dat) def conv_list(tab): - """ converti dictionnaireen liste de liste en ; cle comme pemier element de la liste""" - """ format compatible pour mes_csv""" + """ convert dictionary of lists into list of lists with key as first element of each list + + Format compatible for my_csv + """ dat = [] for i in tab.keys(): v = [i] @@ -163,9 +168,11 @@ def conv_list(tab): return dat def extract_dataframe(dat, ls_cles, cle, val=None, oper='egal'): - """ extrait dans listes de cles ls_cles les lignes pour lesquelles cle=val; toutes si val=None - option pour oper: egal / sup / inf/ supeg / infeg / diff""" - #cree liste d'index ou cle = val + """ extract from dat (dictionary of lists) a sub-dictionary where dat[cle] respect cle ival val + option oper : 'egal', 'inf', 'sup', 'infeg', 'supeg', 'diff' + """ + + #create list of index or cle = val id = [] for i in range(len(dat[cle])): @@ -192,9 +199,9 @@ def extract_dataframe(dat, ls_cles, cle, val=None, oper='egal'): id.append(i) x = {} - for k in ls_cles: # recupere les paires interessantes + for k in ls_cles: v = [] - for i in id: # les id respectant cle=val + for i in id: v.append(dat[k][i]) x[k] = v @@ -217,8 +224,7 @@ def t_list(tab): def conv_list2(tab): - """ converti dictionnaire avec 1 seule valeur par cle en liste de liste ; cle comme pemier element de la liste""" - """ format compatible pour mes_csv""" + """ convert dictionary into list of lists with key as first element of each list""" dat = [] for i in tab.keys(): v = [i, tab[i]] diff --git a/src/openalea/ratp/Nallocate.py b/src/openalea/ratp/Nallocate.py index cc1df2b3..10baa272 100644 --- a/src/openalea/ratp/Nallocate.py +++ b/src/openalea/ratp/Nallocate.py @@ -25,6 +25,7 @@ def N_distrib(grid,tabRay,aNa,bNa): ... grid: updated RATP grid variable """ + # BUG : this path have to be generic and not specific to an OS and a computer! path = 'c:/tmpRATP' #if platform.system() == 'Windows' else '/tmp/tmpRATP' ## if os.path.isdir(path): ## shutil.rmtree(path) diff --git a/src/openalea/ratp/RATP2VTK.py b/src/openalea/ratp/RATP2VTK.py index 1229195b..2d523d76 100644 --- a/src/openalea/ratp/RATP2VTK.py +++ b/src/openalea/ratp/RATP2VTK.py @@ -1,91 +1,92 @@ -from openalea.plantgl import * +from openalea.plantgl import all as pgl import numpy as np from collections import Counter - -def PlantGL2VTK(scene, variable,varname="Variable",nomfich="C:\tmpRATP\RATPOUT.vtk"): - ''' Display a PlantGL Scene in VTK - Scene is written in VTK Format as an unstructured grid - Inputs: ... a variable = liste de float - ... a scene plant GL composed of triangulated leaves - Outputs: ... a VTK file - T = all.Tesselator() - sce[0].apply(T) - T.result - ''' - - if len(variable) 0) + if k > 0: + # Find all indices in `variable[2]` (voxelID) where the voxel ID matches `k` + kindex_dummy = np.where(np.array(variable[2]) == k) + + # Extract the indices as a 1D array + kindex = kindex_dummy[0] + + # Get the entity values for this voxel + entities = np.array(variable[1])[kindex] + + # Check if the current entity `ent` exists in this voxel + entity_ok = np.where(entities == ent)[0] + + # If the entity exists in this voxel + if len(entity_ok) > 0: + # Skip the soil layer (ik == grid.njz) + if ik != grid.njz: + # Get the scalar value for this entity in this voxel + # `kindex[entity_ok][0]` gets the index of the first matching entity + value = variable[0][kindex[entity_ok][0]] + + # Calculate the linear index for the scalar field array + # This converts 3D indices (ik, ij, ii) to a 1D index + idx = ik * grid.njx * grid.njy + ij * grid.njx + ii + + # Assign the scalar value to the corresponding position in the array + scalar_field[idx] = value + + # Add the scalar field to the grid (one per entity) + pvgrid[f"{varname}_entity_{int(ent)}"] = scalar_field + + # threshold scalar fields to remove non-existing voxels + thresholded = pvgrid.threshold(value=-9998, all_scalars=True) + + return thresholded + +def extract_dataframe(df, ColName, Day, Hour): + ''' + A function to extract a day+hour +variable of interest from a pandas data frame. + It is formatted to then be exported as vtk, or plotted using PyVista. + + Parameters + ---------- + df: pandas data frame + + ColName: string + Name of the variable to be extracted + Day: integer + Value of the day to be extracted + Hour: integer + Value of the hour to be extracted + + Returns + ------- + extratcted_array: Numpy array + contains the variable of interest at the specified day and hour + + ''' + + # Filter the DataFrame for the specified day and hour + filtered_df = df[(df['day'] == Day) & (df['hour'] == Hour)] + + # format data to be written + extracted_df = filtered_df[[ColName, 'VegetationType', 'VoxelId',]] + + # Convert the DataFrame to a NumPy array + extracted_array = extracted_df.to_numpy() + + # Transpose the array to orient it along the rows + return extracted_array.T + +# Function to detect if running in a notebook +def is_notebook(): + try: + from IPython import get_ipython + if 'IPKernelApp' in get_ipython().config: + return True + else: + return False + except: + return False + +class pyratpviewer: + def __init__(self, grid, df): + try: + import pyvista as pv + except ImportError: + raise ImportError( + "PyVista is not installed. " + "Please install it with: pip install pyvista" + ) + + # Set the Jupyter backend if running in a notebook + if is_notebook(): + pv.set_jupyter_backend("static") + + self.data = df # data frame of interest + self.g = grid # RATP grid + + # Get all column names except the first 4 (veg type, Iteration, day, hour) + self.list_names = df.columns[4:].tolist() + + # slider ranges + self.min_day = self.data["day"].min() + self.max_day = self.data["day"].max() + self.min_hour = self.data["hour"].min() + self.max_hour = self.data["hour"].max() + self.nent = self.g.nent #number of entities + + # intial view parameters + self.day = int((self.min_day+self.max_day)/2) # initial day + self.hour = self.min_hour+12 # initial hour + self.variable = "SunlitTemp" # default variable to plot + self.entity = 1 # default entity + + # create initial view + self.plotter = pv.Plotter() # initiate plotter + array = extract_dataframe(self.data, self.variable, self.day, self.hour) # get data + self.mesh = ratpvoxels2pyvista(self.g, array, self.variable) # create pyvista object + + self.plotter.add_mesh(self.mesh,cmap="viridis", + scalars=f"{self.variable}_entity_{self.entity}") # add to plotter + + # Add a slider widget to control the day + self.plotter.add_slider_widget( + callback=self.update_day, # what to do when the slider moved + rng=[self.min_day,self.max_day], # slider range + value=int((self.min_day+self.max_day)/2), # initial value + style="modern", + title="day", + pointa=(0.35, 0.9), + pointb=(0.64, 0.9), + interaction_event = 'always', + ) + + # Add a slider widget to control the hour + self.plotter.add_slider_widget( + callback=self.update_hour, + rng=[self.min_hour,self.max_hour], + value=self.min_hour+12, + style="modern", # or "document" + title="hour", + pointa=(0.67, 0.9), + pointb=(0.98, 0.9), + interaction_event = 'always', + ) + + # Add a slider widget to control the entity + self.plotter.add_slider_widget( + callback=self.update_entity, + rng=[1,self.nent], + value=self.entity, + style="modern", # or "document" + title="entity", + pointa=(0.02, 0.7), + pointb=(0.33, 0.7), + interaction_event = 'always', + ) + + # Add a TEXT slider widget to control the variable to plot + self.plotter.add_text_slider_widget( + callback=self.update_variable, + data=self.list_names, + value=self.list_names.index(self.variable), + style="modern", + pointa=(0.02, 0.9), + pointb=(0.33, 0.9), + interaction_event='always', + ) + + self.plotter.show_axes() + self.plotter.show(title="PyRATP Viewer") + + def update_day(self,val): + self.day = int(val) # round slider value + self.update_plot() + + def update_entity(self,val): + self.entity = max(1,np.ceil(val)) # actual entity is at least 1 + self.update_plot() + + def update_hour(self,val): + self.hour = int(val) # round slider value + self.update_plot() + + def update_variable(self, val): + self.variable = val # get slider value + self.update_plot() + + def update_plot(self): + """Update the plot with the current day, hour, variable and entity.""" + # Extract data for the selected day, hour, and variable + array = extract_dataframe(self.data, self.variable, self.day, self.hour) + if array is not None and np.size(array,1) > 0: # if the data exists! + self.plotter.remove_scalar_bar() + self.mesh = ratpvoxels2pyvista(self.g, array, self.variable) + self.plotter.add_mesh(self.mesh, cmap="viridis", + scalars=f"{self.variable}_entity_{self.entity}") + + # Update the scalar bar title and range + self.plotter.update_scalar_bar_range(self.mesh.get_data_range()) + else: + print(f"No data available for variable: {self.variable}, day: {self.day}, hour: {self.hour}") diff --git a/src/openalea/ratp/RatpScene.py b/src/openalea/ratp/RatpScene.py index 9d2eab6a..652d6436 100644 --- a/src/openalea/ratp/RatpScene.py +++ b/src/openalea/ratp/RatpScene.py @@ -36,7 +36,7 @@ def voxel_relative_coordinates(x, y, z, mapping, grid, normalise = True): return xv, yv, zv -class ColorMap(object): +class ColorMap: """A RGB color map, between 2 colors defined in HSV code :Examples: @@ -126,7 +126,21 @@ class RatpScene: timezone = 0 # consider UTC/GMT time for date inputs idecaly = 0 - def __init__(self, scene=None, scene_unit = 'm', toric=False, domain=None, entity=None, nitrogen=None, area=None, z_soil=None, localisation='Montpellier', grid_shape=None, grid_resolution=None, grid_orientation=0, z_resolution=None, nbincli=9): + def __init__(self, + scene=None, + scene_unit = 'm', + toric=False, + domain=None, + entity=None, + nitrogen=None, + area=None, + z_soil=None, + localisation='Montpellier', + grid_shape=None, + grid_resolution=None, + grid_orientation=0, + z_resolution=None, + nbincli=9): """ Initialise a RatpScene. diff --git a/src/openalea/ratp/can2riri.py b/src/openalea/ratp/can2riri.py index 2ffb3e4c..1fcba7a9 100644 --- a/src/openalea/ratp/can2riri.py +++ b/src/openalea/ratp/can2riri.py @@ -1,11 +1,12 @@ -import openalea.ratp.IOtable as IOtable from numpy import array, absolute import numpy +import openalea.ratp.IOtable as IOtable + #scipy.dot -> produit scalaire #scipy.cross -> produit vectoriel def norme_v(vec): - """ calcule la norme d'un vecteur """ + """ Caculate norm of vector""" return numpy.sqrt((vec[2]*vec[2])+(vec[1]*vec[1])+(vec[0]*vec[0])) def triangle_area(p1, p2, p3): @@ -24,7 +25,7 @@ def tri_ortho(p1,p2,p3): def can2riri(can_file_path, Ncontent = 0.1): #open file - f = file(can_file_path, 'r') + f = open(can_file_path, 'r') tab_geom = IOtable.table_txt(f) f.close() for i in range(1, len(tab_geom)-1): diff --git a/src/openalea/ratp/energy_balance.py b/src/openalea/ratp/energy_balance.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp/grid.py b/src/openalea/ratp/grid.py index 479bd75e..8911d91b 100644 --- a/src/openalea/ratp/grid.py +++ b/src/openalea/ratp/grid.py @@ -217,8 +217,9 @@ def readVgx(filename,CoefAllo): - s: array of leaf area in m2 (real) - n: array of nitrogen content in g/m2 (real) """ + print(filename) v,x,y,z,s,n = vege3D.Vege3D.readVGX(filename,CoefAllo,2) -## print(alen(x)',np.alen(x) +## print(len(x)',len(x) return v,x/100,y/100,-z/100,s/10000.,n @staticmethod @@ -279,14 +280,14 @@ def fill(entity, x, y, z, s, n ,grid): dx, dy , dz = grid.dx, grid.dy, grid.dz #dh: tableau des hauteurs z dh = np.array(0) - for i in range(np.alen(dz)): + for i in range(len(dz)): dh=np.append(dh,dz[:i].sum()) dh=np.delete(dh,0) #Relation Voxel2entite d_E2V = {} #entity id to voxel id -## print(np.alen(x)', np.alen(x) - for i in range(np.alen(x)): +## print(len(x)', len(x) + for i in range(len(x)): # Compute the coord of each element in the grid. # modulo is used to build a toric scene. @@ -533,7 +534,7 @@ def gridToVGX(grid,path,filename): echZ= grid.dz[grid.numz[k]-1]*100 fichier.write("35\t"+str(echX) +"\t"+ str(echY)+"\t"+str(echZ)+"\t"+str(transX)+"\t"+str(transY)+"\t"+str(transZ)+"\t0\t0\t0"+"\t0\t255\t0"+"\t"+str(k)) fichier.write("\n") - print("Write Grid to VGX file") + #print("Write Grid to VGX file") fichier.close() @@ -600,7 +601,7 @@ def _importgrid(filename): grid.nent = gridmat["nent"][0] - initParam(grid) + Grid.initParam(grid) grid.rs = gridmat["rs"][0] grid.nume = gridmat["nume"] grid.total_ground_area = gridmat["total_ground_area"][0] @@ -637,14 +638,14 @@ def _importgrid(filename): grid.longitude = gridmat["longitude"][0] grid.xorig = gridmat["xorig"][0] grid.int_isolated_box = gridmat["int_isolated_box"][0] - d_E2Vmat = io.loadmat("C:\dE2V_Strasbourg.mat") - del d_E2Vmat['__version__'] - del d_E2Vmat['__globals__'] - del d_E2Vmat['__header__'] + #d_E2Vmat = io.loadmat("C:\dE2V_Strasbourg.mat") + #del d_E2Vmat['__version__'] + #del d_E2Vmat['__globals__'] + #del d_E2Vmat['__header__'] ## d_E2Vmat={} - return grid,d_E2Vmat + return grid,#d_E2Vmat diff --git a/src/openalea/ratp/hemi_interception.py b/src/openalea/ratp/hemi_interception.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp/interception.py b/src/openalea/ratp/interception.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp/meson.build b/src/openalea/ratp/meson.build index 0362fda5..8a84e5c7 100644 --- a/src/openalea/ratp/meson.build +++ b/src/openalea/ratp/meson.build @@ -56,30 +56,22 @@ python_sources = [ '__init__.py', 'can2riri.py', 'clumping_index.py', - 'energy_balance.py', 'grid.py', - 'hemi_interception.py', - 'interception.py', 'IOtable.py', 'micrometeo.py', - 'miner_pheno.py', 'mtg_extract.py', 'mtg2ratp.py', 'Nallocate.py', - 'photosynthesis.py', 'RATP2VTK.py', 'RatpScene.py', 'runratp.py', - 'shortwave_balance.py', 'skyvault.py', - 'vegetation_type.py', 'vegetation.py', 'vege3D.py', ] py.install_sources( python_sources, - pure: false, subdir: 'openalea/ratp' ) diff --git a/src/openalea/ratp/micrometeo.py b/src/openalea/ratp/micrometeo.py index a9a3f114..07717c0f 100644 --- a/src/openalea/ratp/micrometeo.py +++ b/src/openalea/ratp/micrometeo.py @@ -19,7 +19,7 @@ def __init__(self, *args, **kwds): pass @staticmethod - def read(filename,truesolartime): + def read(filename,truesolartime=False): chemin=str(os.path.dirname(filename)) micrometeo = pyratp.micrometeo listVegeNom = [] @@ -40,7 +40,7 @@ def read(filename,truesolartime): micrometeo.tabmeteo[i,ii] = li[ii] f.close() micrometeo.truesolartime=truesolartime - print("MICROMETEO OK") + #print("MICROMETEO OK") return micrometeo @staticmethod diff --git a/src/openalea/ratp/miner_pheno.py b/src/openalea/ratp/miner_pheno.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp/mtg_extract.py b/src/openalea/ratp/mtg_extract.py index 86d6e618..043aa29a 100644 --- a/src/openalea/ratp/mtg_extract.py +++ b/src/openalea/ratp/mtg_extract.py @@ -36,11 +36,11 @@ def extract_leaves(g, factor=100, nitrogen=2, grid_definition=None): # convert dict into array _leaves = np.array(leaves) - _leaf_type = np.array(list(leaf_type[vid] for vid in leaves), dtype=np.int)-1 - _x = np.array(list(x[vid] for vid in leaves)) - _y = np.array(list(y[vid] for vid in leaves)) - _z = np.array(list(z[vid] for vid in leaves)) - _leaf_area = np.array(list(leaf_area[vid] for vid in leaves)) + _leaf_type = np.array(list(leaf_type[vid] for vid in leaves), dtype=np.int32)-1 + _x = np.array([x[vid] for vid in leaves]) + _y = np.array([y[vid] for vid in leaves]) + _z = np.array([z[vid] for vid in leaves]) + _leaf_area = np.array([leaf_area[vid] for vid in leaves]) _leaf_nitrogen = np.ones(len(leaves))*nitrogen return _leaves, _leaf_type, _x, _y, _z, _leaf_area, _leaf_nitrogen diff --git a/src/openalea/ratp/photosynthesis.py b/src/openalea/ratp/photosynthesis.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp/runratp.py b/src/openalea/ratp/runratp.py index 6b2fb265..16e247f6 100644 --- a/src/openalea/ratp/runratp.py +++ b/src/openalea/ratp/runratp.py @@ -32,7 +32,7 @@ def DoAll(*args): path = tempfile.mkdtemp() os.mkdir(path+"/Resul") grid.gridToVGX(pyratp.grid3d,path+"/Resul/","VoxelsGrid.vgx") #Save grid in VGX format - print("... grid written") + #print("... grid written") ##print np.where(pyratp.vegetation_types.ismine==1) try: numeroMin = (np.where(pyratp.vegetation_types.ismine==1))[0][0] + 1 diff --git a/src/openalea/ratp/shortwave_balance.py b/src/openalea/ratp/shortwave_balance.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp/test.py b/src/openalea/ratp/test.py index 9385f779..96bbbf89 100644 --- a/src/openalea/ratp/test.py +++ b/src/openalea/ratp/test.py @@ -11,7 +11,7 @@ #!/usr/bin/env python def main(): - import pyratp + from . import pyratp grid = pyratp.grid3d grid.dx=3 gridmat={} diff --git a/src/openalea/ratp/vege3D.py b/src/openalea/ratp/vege3D.py index 8710843d..8e2c3fdf 100644 --- a/src/openalea/ratp/vege3D.py +++ b/src/openalea/ratp/vege3D.py @@ -50,7 +50,7 @@ def dicoInit(): for k in dicoMotCle.keys(): dicoMotCle[k] = 0 -class Vege3D(object): +class Vege3D: """ """ def __init__(self, *args, **kwds): diff --git a/src/openalea/ratp/vegetation.py b/src/openalea/ratp/vegetation.py index 04db5794..730526d5 100644 --- a/src/openalea/ratp/vegetation.py +++ b/src/openalea/ratp/vegetation.py @@ -4,17 +4,16 @@ """ """ - -from . import pyratp -#import pyRATP -import numpy as np import math import os pj = os.path.join +import numpy as np + +from . import pyratp -class Vegetation(object): +class Vegetation: """ """ @@ -200,7 +199,7 @@ def read(filename): # second column fn = i.split(' ')[1].strip() nomfVeg = pj(chemin, fn) - fVeg = open(nomfVeg) + fVeg = open(nomfVeg, encoding='latin-1') _read(fVeg,varTemp) diff --git a/src/openalea/ratp/vegetation_type.py b/src/openalea/ratp/vegetation_type.py deleted file mode 100644 index e69de29b..00000000 diff --git a/src/openalea/ratp_wralea/ExtractColumn.py b/src/openalea/ratp_wralea/ExtractColumn.py index 37e5656c..824d7ca0 100644 --- a/src/openalea/ratp_wralea/ExtractColumn.py +++ b/src/openalea/ratp_wralea/ExtractColumn.py @@ -1,3 +1,5 @@ +from openalea.core import Node, IEnumStr + class ExtractColumn2( Node ): """ Extract column based on str """ diff --git a/src/openalea/ratp_wralea/ExtractLight.py b/src/openalea/ratp_wralea/ExtractLight.py index e954a70b..53416cc7 100644 --- a/src/openalea/ratp_wralea/ExtractLight.py +++ b/src/openalea/ratp_wralea/ExtractLight.py @@ -20,7 +20,7 @@ def ExtractLight(d_e2v, data, day, hour,col): extractedvar = [] - nmax = np.alen(d_e2v) + nmax = len(d_e2v) for i in range(nmax): #Enleve nmax+1 MARC 10 12 2014 try : @@ -55,7 +55,7 @@ def ExtractLightNew(d_e2v, data, day, hour,col): extractedvar = [] entity=[] voxelId=[] - nmax = np.alen(d_e2v) #number of leaves in the initial 3D plant scene to be colored + nmax = len(d_e2v) #number of leaves in the initial 3D plant scene to be colored for i in range(nmax): #Enleve nmax+1 MARC 10 12 2014 ## try : diff --git a/src/openalea/ratp_wralea/ExtractVar.py b/src/openalea/ratp_wralea/ExtractVar.py index 7ce79a9e..26443698 100644 --- a/src/openalea/ratp_wralea/ExtractVar.py +++ b/src/openalea/ratp_wralea/ExtractVar.py @@ -1,4 +1,4 @@ -from openalea.core import * +from openalea.core import Node, IEnumStr class ExtractColumn2( Node ): """ Extract column based on str diff --git a/src/openalea/ratp_wralea/__wralea__.py b/src/openalea/ratp_wralea/__wralea__.py index 6352ce96..0d69a14f 100644 --- a/src/openalea/ratp_wralea/__wralea__.py +++ b/src/openalea/ratp_wralea/__wralea__.py @@ -4,17 +4,18 @@ from openalea.core import * -__name__ = 'PyRATP' +__name__ = 'openalea.ratp' __editable__ = True -__description__ = '' +__description__ = 'Simulation of radiation and leaf-gas exchanges as a function of canopy structure, canopy microclimate and physical and physiological leaf properties' __license__ = 'CeCILL-C' -__url__ = 'http://openalea.gforge.inria.fr' +__url__ = 'https://pyratp.readthedocs.io' __alias__ = [] -__version__ = '0.9.0' +__version__ = '1.0.0' __authors__ = '' __institutes__ = None __icon__ = 'icon.png' +__alias__ = ['PyRATP'] __all__ = ['ratp_PlantGL2VTK', 'ratp_can2riri', 'ratp_RATP2VTK_Leaves', 'ExtractLight_ExtractLight', 'ExtractLight_ExtractVoxels', 'ratp_read_grid', 'ExtractVar_ExtractVar', 'ratp_DoAll', 'ratp_fill_grid', 'ratp_DoIrradiation', 'Plot3DRATP_Plot3DRATP', 'ratp_read_vgx', 'ratp_ExtractTime', 'ratp_extract_leaves', 'ratp_read_vegetation', 'ratp_RATPVOXELS2VTK', 'ratp_Nallocate', 'ratp_read_micrometeo', 'ratp_read_skyvault'] diff --git a/src/openalea/ratp_wralea/data/__wralea__.py b/src/openalea/ratp_wralea/data/__wralea__.py index 280a08e2..e717c4a1 100644 --- a/src/openalea/ratp_wralea/data/__wralea__.py +++ b/src/openalea/ratp_wralea/data/__wralea__.py @@ -4,13 +4,13 @@ from openalea.core import * -__name__ = 'pyratp.data' +__name__ = 'openalea.ratp.data' __editable__ = True __description__ = '' __license__ = '' __url__ = '' -__alias__ = [] +__alias__ = ['pyratp.data'] __version__ = '' __authors__ = '' __institutes__ = '' diff --git a/src/openalea/ratp_wralea/data/grid3Da_2004.grd b/src/openalea/ratp_wralea/data/grid3Da_2004.grd index 8d369640..18eef36a 100644 --- a/src/openalea/ratp_wralea/data/grid3Da_2004.grd +++ b/src/openalea/ratp_wralea/data/grid3Da_2004.grd @@ -2,7 +2,7 @@ 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 0.2 ! dx, dy, (dz(jz),jz=1,njz) ! voxel size according to X- Y- and Z- axis 0.0 0.0 0.4 ! 3D grid origin (m) 44.00 0. 0. ! latitude, longitude timezone (hours) --27 ! angle (°) between axis X+ and North +-27 ! angle (degree) between axis X+ and North 0 ! offset between canopy units along Y-axis 1 ! number of vegetation entities in the 3D grid 2 0.075 0.20 ! number of wavebands, soil reflectance for each waveband diff --git a/src/openalea/ratp_wralea/data/meson.build b/src/openalea/ratp_wralea/data/meson.build new file mode 100644 index 00000000..a88348fe --- /dev/null +++ b/src/openalea/ratp_wralea/data/meson.build @@ -0,0 +1,37 @@ +py_mod = import('python') +py = py_mod.find_installation(pure: false) + + +pkgdir = py.get_install_dir() / 'openalea' / 'ratp_wralea' +python_sources = [ + '__init__.py', + '__wralea__.py', +] + +py.install_sources( + python_sources, + subdir: 'openalea/ratp_wralea/data' +) + +data_sources = [ + 'AA2004_charp_ok.vgx', + 'AA2004_ok.vgx', + 'aa2004pastroppetit.vgx', + 'grass_plt.can', + 'grid3D_AA2004.grd', + 'grid3Da_2004.grd', + 'matGridRATP_demo.mat', + 'mmeteo052000.mto', + 'mmeteo082050_1h.mto', + 'mtg_test.txt', + 'MinePommier2004.veg', + 'PommierSuisse2004.veg', + 'skyvaultsoc.skv', + 'vegetationa_2004.vfn', + 'vgxTestTriangles.vgx', +] + +install_data( + data_sources, + install_dir: pkgdir / 'data' +) diff --git a/src/openalea/ratp_wralea/demo/__wralea__.py b/src/openalea/ratp_wralea/demo/__wralea__.py index 58374960..bd37e898 100644 --- a/src/openalea/ratp_wralea/demo/__wralea__.py +++ b/src/openalea/ratp_wralea/demo/__wralea__.py @@ -1,49 +1,50 @@ -# This file has been generated at Tue Dec 08 08:06:53 2015 +# -*- coding: latin-1 -*- +# This file has been generated at Tue Dec 16 08:08:32 2025 from openalea.core import * -__name__ = 'PyRATP.demo' +__name__ = 'Demo.RATP' __editable__ = True -__description__ = '' +__version__ = '1.0.0' __license__ = 'CeCILL-C' -__url__ = 'http://openalea.gforge.inria.fr' -__alias__ = [] -__version__ = '0.9.0' __authors__ = '' -__institutes__ = None +__institutes__ = 'INRAE, CIRAD, inria' +__description__ = '' +__url__ = 'https://pyratp.readthedocs.io' __icon__ = '' +__alias__ = ['PyRATP.demo'] -__all__ = ['_102166896', '_102166992', '_102166960', '_102167024', '_102166864', '_102166800', '_102166928', '_102166832'] +__all__ = ['_6829437840', '_6828996032', '_6828996336', '_6833177520', '_6833177808', '_6833178096', '_6833178384', '_6833178672'] -_102166896 = CompositeNodeFactory(name='RATPTuto_ToStart', +_6829437840 = CompositeNodeFactory(name='RATPTuto_ToStart', description='', category='demo', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 3: ('PyRATP', 'read grid'), - 4: ('PyRATP', 'plant from vegestar'), - 5: ('pyratp.data', 'grid3Da_2004.grd'), - 6: ('PyRATP', 'read_vegetation'), - 7: ('pyratp.data', 'vegetationa_2004.vfn'), - 8: ('PyRATP', 'read_skyvault'), - 9: ('pyratp.data', 'skyvaultsoc.skv'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 3: ('openalea.ratp', 'read grid'), + 4: ('openalea.ratp', 'plant from vegestar'), + 5: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 6: ('openalea.ratp', 'read_vegetation'), + 7: ('openalea.ratp.data', 'vegetationa_2004.vfn'), + 8: ('openalea.ratp', 'read_skyvault'), + 9: ('openalea.ratp.data', 'skyvaultsoc.skv'), 10: ('openalea.flow control', 'annotation'), - 11: ('PyRATP', 'fill grid'), - 12: ('pyratp.data', 'aa2004pastroppetit.vgx'), - 13: ('PyRATP', 'ratp_radiation'), - 14: ('pyratp.data', 'mmeteo082050_1h.mto'), + 11: ('openalea.ratp', 'fill grid'), + 12: ('openalea.ratp.data', 'aa2004pastroppetit.vgx'), + 13: ('openalea.ratp', 'ratp_radiation'), + 14: ('openalea.ratp.data', 'mmeteo082050_1h.mto'), 15: ('openalea.data structure', 'float'), 16: ('openalea.flow control', 'annotation'), 17: ('openalea.flow control', 'annotation'), - 18: ('PyRATP', 'do_all'), + 18: ('openalea.ratp', 'do_all'), 19: ('openalea.flow control', 'annotation')}, elt_connections={ 10018640: (2, 0, 13, 0), 10018652: (8, 0, 13, 0), @@ -70,7 +71,8 @@ elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -84,7 +86,8 @@ 3: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 3, 'lazy': True, @@ -98,7 +101,8 @@ 4: { 'block': False, 'caption': 'plant from vegestar', 'delay': 0, - 'factory': ' : "plant from vegestar"', + 'factory': ' : ' + '"plant from vegestar"', 'hide': True, 'id': 4, 'lazy': True, @@ -112,11 +116,12 @@ 5: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 5, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 241.1174181551711, 'posy': 16.298280951140516, 'priority': 0, @@ -126,7 +131,8 @@ 6: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 6, 'lazy': True, @@ -140,11 +146,12 @@ 7: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 7, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 369.51233695407416, 'posy': 16.29828095114052, 'priority': 0, @@ -154,7 +161,8 @@ 8: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 8, 'lazy': True, @@ -168,26 +176,29 @@ 9: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 9, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 509.81546810037446, 'posy': 16.29828095114052, 'priority': 0, 'use_user_color': False, 'user_application': None, 'user_color': None}, - 10: { 'factory': ' : "annotation"', + 10: { 'factory': ' : ' + '"annotation"', 'id': 10, 'posx': -21.214171189406443, 'posy': 17.425926334155307, - 'txt': u'Input Files'}, + 'txt': 'Input Files'}, 11: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 11, 'lazy': False, @@ -201,11 +212,12 @@ 12: { 'block': False, 'caption': 'aa2004pastroppetit.vgx', 'delay': 0, - 'factory': ' : "aa2004pastroppetit.vgx"', + 'factory': ' : ' + '"aa2004pastroppetit.vgx"', 'hide': True, 'id': 12, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 88.26839318256927, 'posy': 16.298280951140516, 'priority': 0, @@ -215,7 +227,8 @@ 13: { 'block': False, 'caption': 'ratp_radiation', 'delay': 0, - 'factory': ' : "ratp_radiation"', + 'factory': ' : ' + '"ratp_radiation"', 'hide': True, 'id': 13, 'lazy': True, @@ -229,11 +242,12 @@ 14: { 'block': False, 'caption': 'mmeteo082050_1h.mto', 'delay': 0, - 'factory': ' : "mmeteo082050_1h.mto"', + 'factory': ' : ' + '"mmeteo082050_1h.mto"', 'hide': True, 'id': 14, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 618.118599246675, 'posy': 16.29828095114052, 'priority': 0, @@ -243,7 +257,8 @@ 15: { 'block': False, 'caption': '0.6', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 15, 'lazy': True, @@ -254,20 +269,23 @@ 'use_user_color': False, 'user_application': None, 'user_color': None}, - 16: { 'factory': ' : "annotation"', + 16: { 'factory': ' : ' + '"annotation"', 'id': 16, 'posx': 146.88885439091422, 'posy': 564.5728076929696, - 'txt': u'RATP simulation with Energy Balance computation'}, - 17: { 'factory': ' : "annotation"', + 'txt': 'RATP simulation with Energy Balance computation'}, + 17: { 'factory': ' : ' + '"annotation"', 'id': 17, 'posx': -46.21658723406412, 'posy': 209.1111160098639, - 'txt': u'Nodes To read Input Data'}, + 'txt': 'Nodes To read Input Data'}, 18: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 18, 'lazy': True, @@ -278,11 +296,13 @@ 'use_user_color': False, 'user_application': None, 'user_color': None}, - 19: { 'factory': ' : "annotation"', + 19: { 'factory': ' : ' + '"annotation"', 'id': 19, 'posx': 540.5985148406495, 'posy': 564.5803686187579, - 'txt': u'RATP simulation with ShortWave Balance Irradiation Balance only'}, + 'txt': 'RATP simulation with ShortWave Balance Irradiation Balance ' + 'only'}, '__in__': { 'block': False, 'caption': 'In', 'delay': 0, @@ -312,24 +332,24 @@ elt_value={ 2: [], 3: [], 4: [], - 5: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 5: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], 6: [], - 7: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 7: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 8: [], - 9: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 9: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 10: [], 11: [], - 12: [ (0, 'PackageData(pyratp.data, aa2004pastroppetit.vgx)'), + 12: [ (0, 'PackageData(openalea.ratp.data, aa2004pastroppetit.vgx)'), (1, 'None'), (2, 'None')], 13: [], - 14: [ (0, 'PackageData(pyratp.data, mmeteo082050_1h.mto)'), + 14: [ (0, 'PackageData(openalea.ratp.data, mmeteo082050_1h.mto)'), (1, 'None'), (2, 'None')], 15: [(0, '0.6099999999999999')], @@ -366,7 +386,7 @@ 10: { 'color': None, 'position': [-21.214171189406443, 17.425926334155307], 'rectP2': (79.18357530520555, 30.01529794210049), - 'text': u'Input Files', + 'text': 'Input Files', 'textColor': None, 'visualStyle': 1}, 11: { 'position': [109.71014825553064, 334.46261242600264], @@ -387,13 +407,13 @@ 16: { 'color': None, 'position': [146.88885439091422, 564.5728076929696], 'rectP2': (245.0, 28.5), - 'text': u'RATP simulation with Energy Balance computation', + 'text': 'RATP simulation with Energy Balance computation', 'textColor': None, 'visualStyle': 1}, 17: { 'color': None, 'position': [-46.21658723406412, 209.1111160098639], 'rectP2': (132.0, 28.5), - 'text': u'Nodes To read Input Data', + 'text': 'Nodes To read Input Data', 'textColor': None, 'visualStyle': 1}, 18: { 'position': [259.0897616075261, 518.6479764077877], @@ -402,11 +422,12 @@ 19: { 'color': None, 'position': [540.5985148406495, 564.5803686187579], 'rectP2': (320.0, 28.5), - 'text': u'RATP simulation with ShortWave Balance Irradiation Balance only', + 'text': 'RATP simulation with ShortWave Balance Irradiation Balance ' + 'only', 'textColor': None, 'visualStyle': 1}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -414,37 +435,37 @@ -_102166992 = CompositeNodeFactory(name='RATPTuto_Complet', +_6828996032 = CompositeNodeFactory(name='RATPTuto_Complet', description='', category='Unclassified', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 4: ('PyRATP', 'read grid'), - 5: ('PyRATP', 'plant from vegestar'), - 6: ('PyRATP', 'ExtractLight'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 4: ('openalea.ratp', 'read grid'), + 5: ('openalea.ratp', 'plant from vegestar'), + 6: ('openalea.ratp', 'ExtractLight'), 7: ('openalea.function operator', 'map'), - 8: ('pyratp.data', 'grid3Da_2004.grd'), - 9: ('PyRATP', 'read_vegetation'), - 10: ('pyratp.data', 'vegetationa_2004.vfn'), + 8: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 9: ('openalea.ratp', 'read_vegetation'), + 10: ('openalea.ratp.data', 'vegetationa_2004.vfn'), 11: ('openalea.python method', 'range'), - 12: ('PyRATP', 'read_skyvault'), - 13: ('pyratp.data', 'skyvaultsoc.skv'), + 12: ('openalea.ratp', 'read_skyvault'), + 13: ('openalea.ratp.data', 'skyvaultsoc.skv'), 14: ('openalea.flow control', 'X'), - 20: ('PyRATP', 'fill grid'), - 21: ('PyRATP', 'ExtractVar'), + 20: ('openalea.ratp', 'fill grid'), + 21: ('openalea.ratp', 'ExtractVar'), 22: ('alinea.caribu.visualisation', 'gammaTrans'), - 23: ('pyratp.data', 'aa2004pastroppetit.vgx'), - 24: ('vplants.plantgl.objects', 'Scene'), - 25: ('PyRATP', 'RATP2VTK_Leaves'), - 26: ('pyratp.data', 'mmeteo082050_1h.mto'), + 23: ('openalea.ratp.data', 'aa2004pastroppetit.vgx'), + 24: ('openalea.plantgl.objects', 'Scene'), + 25: ('openalea.ratp', 'RATP2VTK_Leaves'), + 26: ('openalea.ratp.data', 'mmeteo082050_1h.mto'), 27: ('openalea.data structure', 'float'), 28: ('openalea.data structure', 'int'), 29: ('openalea.data structure', 'int'), - 30: ('PyRATP', 'Plot3DRATP'), - 31: ('PyRATP', 'do_all'), - 32: ('vplants.plantgl.visualization', 'plot3D'), + 30: ('openalea.ratp', 'Plot3DRATP'), + 31: ('openalea.ratp', 'do_all'), + 32: ('openalea.plantgl.visualization', 'plot3D'), 33: ('openalea.data structure.string', 'string'), 34: ('openalea.data structure.string', 'string'), 35: ('openalea.data structure.string', 'string'), @@ -491,7 +512,8 @@ elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -505,7 +527,8 @@ 4: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 4, 'lazy': True, @@ -519,7 +542,8 @@ 5: { 'block': False, 'caption': 'plant from vegestar', 'delay': 0, - 'factory': ' : "plant from vegestar"', + 'factory': ' : ' + '"plant from vegestar"', 'hide': True, 'id': 5, 'lazy': True, @@ -533,7 +557,8 @@ 6: { 'block': False, 'caption': 'ExtractLight', 'delay': 0, - 'factory': ' : "ExtractLight"', + 'factory': ' : ' + '"ExtractLight"', 'hide': True, 'id': 6, 'lazy': True, @@ -547,7 +572,8 @@ 7: { 'block': False, 'caption': 'map', 'delay': 0, - 'factory': ' : "map"', + 'factory': ' : ' + '"map"', 'hide': True, 'id': 7, 'lazy': True, @@ -561,11 +587,12 @@ 8: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 8, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -400.80332149895594, 'posy': -446.934879715251, 'priority': 0, @@ -575,7 +602,8 @@ 9: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 9, 'lazy': True, @@ -589,11 +617,12 @@ 10: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 10, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -270.2990248036816, 'posy': -445.1983937942991, 'priority': 0, @@ -603,7 +632,8 @@ 11: { 'block': False, 'caption': 'range', 'delay': 0, - 'factory': ' : "range"', + 'factory': ' : ' + '"range"', 'hide': True, 'id': 11, 'lazy': True, @@ -617,7 +647,8 @@ 12: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 12, 'lazy': True, @@ -631,11 +662,12 @@ 13: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 13, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -133.2622790414921, 'posy': -445.28982910121874, 'priority': 0, @@ -645,7 +677,8 @@ 14: { 'block': False, 'caption': 'X0', 'delay': 0, - 'factory': ' : "X"', + 'factory': ' : ' + '"X"', 'hide': True, 'id': 14, 'lazy': True, @@ -659,7 +692,8 @@ 20: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 20, 'lazy': False, @@ -673,7 +707,8 @@ 21: { 'block': False, 'caption': 'Air_Temperature', 'delay': 0, - 'factory': ' : "ExtractVar"', + 'factory': ' : ' + '"ExtractVar"', 'hide': True, 'id': 21, 'lazy': True, @@ -687,7 +722,8 @@ 22: { 'block': False, 'caption': 'gammaTrans', 'delay': 0, - 'factory': ' : "gammaTrans"', + 'factory': ' : ' + '"gammaTrans"', 'hide': True, 'id': 22, 'lazy': True, @@ -701,11 +737,12 @@ 23: { 'block': False, 'caption': 'aa2004pastroppetit.vgx', 'delay': 0, - 'factory': ' : "aa2004pastroppetit.vgx"', + 'factory': ' : ' + '"aa2004pastroppetit.vgx"', 'hide': True, 'id': 23, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -552.7728025740869, 'posy': -449.6223354082964, 'priority': 0, @@ -715,7 +752,8 @@ 24: { 'block': False, 'caption': 'Scene', 'delay': 0, - 'factory': ' : "Scene"', + 'factory': ' : ' + '"Scene"', 'hide': True, 'id': 24, 'lazy': False, @@ -729,7 +767,8 @@ 25: { 'block': False, 'caption': 'RATP2VTK_Leaves', 'delay': 0, - 'factory': ' : "RATP2VTK_Leaves"', + 'factory': ' : ' + '"RATP2VTK_Leaves"', 'hide': True, 'id': 25, 'lazy': True, @@ -743,11 +782,12 @@ 26: { 'block': False, 'caption': 'mmeteo082050_1h.mto', 'delay': 0, - 'factory': ' : "mmeteo082050_1h.mto"', + 'factory': ' : ' + '"mmeteo082050_1h.mto"', 'hide': True, 'id': 26, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -38.83322490203602, 'posy': -445.0243250570081, 'priority': 0, @@ -757,7 +797,8 @@ 27: { 'block': False, 'caption': '0.6', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 27, 'lazy': True, @@ -771,7 +812,8 @@ 28: { 'block': False, 'caption': '234', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 28, 'lazy': True, @@ -785,7 +827,8 @@ 29: { 'block': False, 'caption': '12', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 29, 'lazy': True, @@ -799,7 +842,8 @@ 30: { 'block': False, 'caption': 'Plot3DRATP', 'delay': 0, - 'factory': ' : "Plot3DRATP"', + 'factory': ' : ' + '"Plot3DRATP"', 'hide': True, 'id': 30, 'lazy': True, @@ -813,7 +857,8 @@ 31: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 31, 'lazy': True, @@ -827,7 +872,8 @@ 32: { 'block': False, 'caption': 'plot3D', 'delay': 0, - 'factory': ' : "plot3D"', + 'factory': ' : ' + '"plot3D"', 'hide': True, 'id': 32, 'lazy': False, @@ -841,7 +887,8 @@ 33: { 'block': False, 'caption': "'12'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 33, 'lazy': True, @@ -855,7 +902,8 @@ 34: { 'block': False, 'caption': "'C:\\\\tmpRATP\\\\TestFeuilles'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 34, 'lazy': True, @@ -869,7 +917,8 @@ 35: { 'block': False, 'caption': "'.vtk'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 35, 'lazy': True, @@ -883,7 +932,8 @@ 36: { 'block': False, 'caption': '+', 'delay': 0, - 'factory': ' : "+"', + 'factory': ' : ' + '"+"', 'hide': True, 'id': 36, 'lazy': True, @@ -897,7 +947,8 @@ 37: { 'block': False, 'caption': '+', 'delay': 0, - 'factory': ' : "+"', + 'factory': ' : ' + '"+"', 'hide': True, 'id': 37, 'lazy': True, @@ -939,28 +990,28 @@ 5: [(1, 'None')], 6: [], 7: [(0, 'None')], - 8: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 8: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], 9: [], - 10: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 10: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 11: [(0, '11'), (1, '13'), (2, '1')], 12: [], - 13: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 13: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 14: [(0, "'x'")], 20: [], 21: [(0, "'Air_Temperature'")], 22: [(1, '1'), (2, 'None'), (3, 'None')], - 23: [ (0, 'PackageData(pyratp.data, aa2004pastroppetit.vgx)'), + 23: [ (0, 'PackageData(openalea.ratp.data, aa2004pastroppetit.vgx)'), (1, 'None'), (2, 'None')], 24: [], 25: [], - 26: [ (0, 'PackageData(pyratp.data, mmeteo082050_1h.mto)'), + 26: [ (0, 'PackageData(openalea.ratp.data, mmeteo082050_1h.mto)'), (1, 'None'), (2, 'None')], 27: [(0, '0.6099999999999999')], @@ -1084,8 +1135,8 @@ 37: { 'position': [163.59988291911944, 188.0884136979582], 'useUserColor': False, 'userColor': None}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -1093,67 +1144,68 @@ -_102166960 = CompositeNodeFactory(name='RATPTuto_CanFile', +_6828996336 = CompositeNodeFactory(name='RATPTuto_CanFile', description='', category='Unclassified', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 3: ('alinea.caribu.data', 'maize.8'), - 4: ('PyRATP', 'read grid'), - 7: ('PyRATP', 'can2riri'), - 8: ('pyratp.data', 'grid3Da_2004.grd'), - 9: ('PyRATP', 'read_vegetation'), - 10: ('pyratp.data', 'vegetationa_2004.vfn'), - 11: ('PyRATP', 'fill grid'), - 12: ('PyRATP', 'read_skyvault'), - 13: ('pyratp.data', 'skyvaultsoc.skv'), - 14: ('PyRATP', 'do_all'), - 15: ('PyRATP', 'ratp_radiation'), - 17: ('PyRATP', 'ExtractLight'), - 18: ('pyratp.data', 'grass_plt.can'), - 19: ('alinea.caribu.visualisation', 'Plot Can File'), - 20: ('alinea.caribu', 'FileCaribuScene'), - 21: ('alinea.caribu.data', 'zenith.light'), - 22: ('alinea.caribu.data', 'par.opt'), - 23: ('alinea.caribu.visualisation', 'ViewMapOnCan'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 3: ('openalea.caribu.data', 'maize.8'), + 4: ('openalea.ratp', 'read grid'), + 7: ('openalea.ratp', 'can2riri'), + 8: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 9: ('openalea.ratp', 'read_vegetation'), + 10: ('openalea.ratp.data', 'vegetationa_2004.vfn'), + 11: ('openalea.ratp', 'fill grid'), + 12: ('openalea.ratp', 'read_skyvault'), + 13: ('openalea.ratp.data', 'skyvaultsoc.skv'), + 14: ('openalea.ratp', 'do_all'), + 15: ('openalea.ratp', 'ratp_radiation'), + 17: ('openalea.ratp', 'ExtractLight'), + 18: ('openalea.ratp.data', 'grass_plt.can'), + 19: ('openalea.caribu.visualisation', 'Plot Can File'), + 20: ('openalea.caribu', 'CaribuScene'), + 21: ('openalea.caribu.data', 'zenith.light'), + 22: ('openalea.caribu.data', 'par.opt'), + 23: ('openalea.caribu.visualisation', 'ViewMapOnCan'), 24: ('openalea.data structure', 'float'), 25: ('openalea.data structure', 'int'), 26: ('openalea.data structure', 'int'), - 27: ('pyratp.data', 'mmeteo052000.mto')}, - elt_connections={ 10017368: (24, 0, 23, 2), - 10017380: (19, 0, 20, 0), - 10017392: (18, 0, 19, 0), - 10017404: (7, 1, 11, 1), - 10017428: (3, 0, 20, 2), - 10017452: (7, 4, 11, 4), - 10017464: (21, 0, 20, 1), - 10017476: (7, 3, 11, 3), - 10017488: (18, 0, 7, 0), - 10017512: (11, 0, 15, 0), - 10017524: (15, 0, 17, 1), - 10017536: (7, 2, 11, 2), - 10017560: (22, 0, 20, 3), - 10017572: (17, 0, 23, 1), - 10017584: (27, 0, 2, 0), - 10017596: (13, 0, 12, 0), - 10017608: (25, 0, 17, 2), - 10017620: (10, 0, 9, 0), - 10017644: (4, 0, 11, 6), - 10017656: (2, 0, 15, 0), - 10017668: (20, 0, 23, 0), - 10017680: (26, 0, 17, 3), - 10017704: (12, 0, 15, 0), - 10017728: (9, 0, 15, 0), - 10017740: (7, 5, 11, 5), - 10017764: (11, 1, 17, 0), - 10017776: (8, 0, 4, 0), - 10017788: (7, 0, 11, 0)}, + 27: ('openalea.ratp.data', 'mmeteo052000.mto')}, + elt_connections={ 4345436408: (24, 0, 23, 2), + 4345436440: (3, 0, 20, 2), + 4345436472: (18, 0, 19, 0), + 4345436504: (7, 1, 11, 1), + 4345436536: (19, 0, 20, 0), + 4345436568: (7, 4, 11, 4), + 4345436600: (21, 0, 20, 1), + 4345436632: (7, 3, 11, 3), + 4345436664: (18, 0, 7, 0), + 4345436696: (11, 0, 15, 0), + 4345436728: (15, 0, 17, 1), + 4345436760: (7, 2, 11, 2), + 4345436792: (20, 0, 23, 0), + 4345436824: (17, 0, 23, 1), + 4345436856: (27, 0, 2, 0), + 4345436888: (13, 0, 12, 0), + 4345436920: (25, 0, 17, 2), + 4345436952: (10, 0, 9, 0), + 4345436984: (4, 0, 11, 6), + 4345437016: (2, 0, 15, 0), + 4345437048: (22, 0, 20, 3), + 4345437080: (26, 0, 17, 3), + 4345437112: (12, 0, 15, 0), + 4345437144: (9, 0, 15, 0), + 4345437176: (7, 5, 11, 5), + 4345437208: (11, 1, 17, 0), + 4345437240: (8, 0, 4, 0), + 4345437272: (7, 0, 11, 0)}, elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -1167,13 +1219,14 @@ 3: { 'block': False, 'caption': 'maize.8', 'delay': 0, - 'factory': ' : "maize.8"', + 'factory': ' : ' + '"maize.8"', 'hide': True, 'id': 3, 'lazy': True, - 'port_hide_changed': set([2]), - 'posx': -390.4109682317129, - 'posy': -2.1336657039913174, + 'port_hide_changed': {2}, + 'posx': -381.14237373862846, + 'posy': -33.64688698047877, 'priority': 0, 'use_user_color': False, 'user_application': None, @@ -1181,7 +1234,8 @@ 4: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 4, 'lazy': True, @@ -1195,7 +1249,8 @@ 7: { 'block': False, 'caption': 'can2riri', 'delay': 0, - 'factory': ' : "can2riri"', + 'factory': ' : ' + '"can2riri"', 'hide': True, 'id': 7, 'lazy': True, @@ -1209,11 +1264,12 @@ 8: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 8, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -217.14143277765282, 'posy': -338.5921280837298, 'priority': 0, @@ -1223,7 +1279,8 @@ 9: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 9, 'lazy': True, @@ -1237,11 +1294,12 @@ 10: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 10, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 14.157515288614121, 'posy': -261.59861163522635, 'priority': 0, @@ -1251,7 +1309,8 @@ 11: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 11, 'lazy': True, @@ -1265,7 +1324,8 @@ 12: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 12, 'lazy': True, @@ -1279,11 +1339,12 @@ 13: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 13, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 154.4987065458204, 'posy': -259.0290740307976, 'priority': 0, @@ -1293,7 +1354,8 @@ 14: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 14, 'lazy': True, @@ -1307,7 +1369,8 @@ 15: { 'block': False, 'caption': 'ratp_radiation', 'delay': 0, - 'factory': ' : "ratp_radiation"', + 'factory': ' : ' + '"ratp_radiation"', 'hide': True, 'id': 15, 'lazy': True, @@ -1321,7 +1384,8 @@ 17: { 'block': False, 'caption': 'ExtractLight', 'delay': 0, - 'factory': ' : "ExtractLight"', + 'factory': ' : ' + '"ExtractLight"', 'hide': True, 'id': 17, 'lazy': True, @@ -1335,11 +1399,12 @@ 18: { 'block': False, 'caption': 'grass_plt.can', 'delay': 0, - 'factory': ' : "grass_plt.can"', + 'factory': ' : ' + '"grass_plt.can"', 'hide': True, 'id': 18, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -410.0952269919385, 'posy': -406.1251454054609, 'priority': 0, @@ -1349,7 +1414,8 @@ 19: { 'block': False, 'caption': 'Plot Can File', 'delay': 0, - 'factory': ' : "Plot Can File"', + 'factory': ' : ' + '"Plot Can File"', 'hide': True, 'id': 19, 'lazy': True, @@ -1361,15 +1427,14 @@ 'user_application': None, 'user_color': None}, 20: { 'block': False, - 'caption': 'FileCaribuScene', + 'caption': 'CaribuScene', 'delay': 0, - 'factory': ' : "FileCaribuScene"', 'hide': True, 'id': 20, 'lazy': True, 'port_hide_changed': set(), - 'posx': -472.29324600825475, - 'posy': 77.17329788473353, + 'posx': -456.0148490597594, + 'posy': 131.6140418018005, 'priority': 0, 'use_user_color': False, 'user_application': None, @@ -1377,11 +1442,12 @@ 21: { 'block': False, 'caption': 'zenith.light', 'delay': 0, - 'factory': ' : "zenith.light"', + 'factory': ' : ' + '"zenith.light"', 'hide': True, 'id': 21, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -453.4049854365541, 'posy': -14.119741709760799, 'priority': 0, @@ -1391,11 +1457,12 @@ 22: { 'block': False, 'caption': 'par.opt', 'delay': 0, - 'factory': ' : "par.opt"', + 'factory': ' : ' + '"par.opt"', 'hide': True, 'id': 22, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -365.4070892083539, 'posy': 28.497770122676272, 'priority': 0, @@ -1405,7 +1472,8 @@ 23: { 'block': False, 'caption': 'ViewMapOnCan', 'delay': 0, - 'factory': ' : "ViewMapOnCan"', + 'factory': ' : "ViewMapOnCan"', 'hide': True, 'id': 23, 'lazy': True, @@ -1419,7 +1487,8 @@ 24: { 'block': False, 'caption': '0.3', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 24, 'lazy': True, @@ -1433,7 +1502,8 @@ 25: { 'block': False, 'caption': '234', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 25, 'lazy': True, @@ -1447,7 +1517,8 @@ 26: { 'block': False, 'caption': '14', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 26, 'lazy': True, @@ -1461,11 +1532,12 @@ 27: { 'block': False, 'caption': 'mmeteo052000.mto', 'delay': 0, - 'factory': ' : "mmeteo052000.mto"', + 'factory': ' : ' + '"mmeteo052000.mto"', 'hide': True, 'id': 27, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 247.34010858136116, 'posy': -271.6074399893437, 'priority': 0, @@ -1499,126 +1571,80 @@ 'user_application': None, 'user_color': None}}, elt_value={ 2: [], - 3: [ (0, 'PackageData(alinea.caribu.data, maize.8)'), + 3: [ (0, 'PackageData(openalea.caribu.data, maize.8)'), (1, 'None'), (2, 'None')], 4: [], 7: [], - 8: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 8: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], 9: [], - 10: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 10: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 11: [], 12: [], - 13: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 13: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 14: [(0, 'None')], 15: [], 17: [(4, 'None')], - 18: [ (0, 'PackageData(pyratp.data, grass_plt.can)'), + 18: [ (0, 'PackageData(openalea.ratp.data, grass_plt.can)'), (1, 'None'), (2, 'None')], 19: [(1, 'None')], 20: [], - 21: [ (0, 'PackageData(alinea.caribu.data, zenith.light)'), + 21: [ (0, 'PackageData(openalea.caribu.data, zenith.light)'), (1, 'None'), (2, 'None')], - 22: [ (0, 'PackageData(alinea.caribu.data, par.opt)'), + 22: [ (0, 'PackageData(openalea.caribu.data, par.opt)'), (1, 'None'), (2, 'None')], - 23: [], - 24: [(0, '0.29999999999999999')], + 23: [(3, 'None'), (4, 'None')], + 24: [(0, '0.3')], 25: [(0, '234')], 26: [(0, '14')], - 27: [ (0, 'PackageData(pyratp.data, mmeteo052000.mto)'), + 27: [ (0, 'PackageData(openalea.ratp.data, mmeteo052000.mto)'), (1, 'None'), (2, 'None')], '__in__': [], '__out__': []}, - elt_ad_hoc={ 2: { 'position': [261.1032940581331, -88.17912510676919], - 'useUserColor': False, - 'userColor': None}, - 3: { 'position': [-390.4109682317129, -2.1336657039913174], - 'useUserColor': False, - 'userColor': None}, - 4: { 'position': [-153.20318694944652, -161.29851327474876], - 'useUserColor': False, - 'userColor': None}, + elt_ad_hoc={ 2: {'position': [261.1032940581331, -88.17912510676919], 'userColor': None, 'useUserColor': False}, + 3: {'position': [-381.14237373862846, -33.64688698047877], 'userColor': None, 'useUserColor': False}, + 4: {'position': [-153.20318694944652, -161.29851327474876], 'userColor': None, 'useUserColor': False}, 5: { 'position': [-267.5254547517647, -156.42150190486365], 'useUserColor': False, 'userColor': None}, - 6: { 'position': [-219.70086133992825, -84.88287384889827], - 'useUserColor': False, - 'userColor': None}, - 7: { 'position': [-420.362435724099, -247.55381054209275], - 'useUserColor': False, - 'userColor': None}, - 8: { 'position': [-217.14143277765282, -338.5921280837298], - 'useUserColor': False, - 'userColor': None}, - 9: { 'position': [28.862781881730967, -88.2462720647259], + 6: { 'position': [-457.86856795837633, 92.68594493084545], 'useUserColor': False, 'userColor': None}, - 10: { 'position': [14.157515288614121, -261.59861163522635], - 'useUserColor': False, - 'userColor': None}, - 11: { 'position': [-418.0808337836188, -82.13766985728424], - 'useUserColor': False, - 'userColor': None}, - 12: { 'position': [158.7874385401208, -89.92568072637087], - 'useUserColor': False, - 'userColor': None}, - 13: { 'position': [154.4987065458204, -259.0290740307976], - 'useUserColor': False, - 'userColor': None}, - 14: { 'position': [277.91566259981676, 134.50739638230039], - 'useUserColor': False, - 'userColor': None}, - 15: { 'position': [98.70200573512781, 80.99686888704417], - 'useUserColor': False, - 'userColor': None}, + 7: {'position': [-420.362435724099, -247.55381054209275], 'userColor': None, 'useUserColor': False}, + 8: {'position': [-217.14143277765282, -338.5921280837298], 'userColor': None, 'useUserColor': False}, + 9: {'position': [28.862781881730967, -88.2462720647259], 'userColor': None, 'useUserColor': False}, + 10: {'position': [14.157515288614121, -261.59861163522635], 'userColor': None, 'useUserColor': False}, + 11: {'position': [-418.0808337836188, -82.13766985728424], 'userColor': None, 'useUserColor': False}, + 12: {'position': [158.7874385401208, -89.92568072637087], 'userColor': None, 'useUserColor': False}, + 13: {'position': [154.4987065458204, -259.0290740307976], 'userColor': None, 'useUserColor': False}, + 14: {'position': [277.91566259981676, 134.50739638230039], 'userColor': None, 'useUserColor': False}, + 15: {'position': [98.70200573512781, 80.99686888704417], 'userColor': None, 'useUserColor': False}, 16: { 'position': [-290.11308807944033, -278.5085645562628], 'useUserColor': False, 'userColor': None}, - 17: { 'position': [89.3689383896241, 144.986878813762], - 'useUserColor': False, - 'userColor': None}, - 18: { 'position': [-410.0952269919385, -406.1251454054609], - 'useUserColor': False, - 'userColor': None}, - 19: { 'position': [-509.34491140282375, -244.13140763137258], - 'useUserColor': False, - 'userColor': None}, - 20: { 'position': [-472.29324600825475, 77.17329788473353], - 'useUserColor': False, - 'userColor': None}, - 21: { 'position': [-453.4049854365541, -14.119741709760799], - 'useUserColor': False, - 'userColor': None}, - 22: { 'position': [-365.4070892083539, 28.497770122676272], - 'useUserColor': False, - 'userColor': None}, - 23: { 'position': [-30.80084371013176, 209.07239366877317], - 'useUserColor': False, - 'userColor': None}, - 24: { 'position': [185.73842116109762, 182.93834446017655], - 'useUserColor': False, - 'userColor': None}, - 25: { 'position': [234.2730839770628, 67.20184082210567], - 'useUserColor': False, - 'userColor': None}, - 26: { 'position': [277.8740043881156, 66.93489291872841], - 'useUserColor': False, - 'userColor': None}, - 27: { 'position': [247.34010858136116, -271.6074399893437], - 'useUserColor': False, - 'userColor': None}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + 17: {'position': [89.3689383896241, 144.986878813762], 'userColor': None, 'useUserColor': False}, + 18: {'position': [-410.0952269919385, -406.1251454054609], 'userColor': None, 'useUserColor': False}, + 19: {'position': [-509.34491140282375, -244.13140763137258], 'userColor': None, 'useUserColor': False}, + 20: {'position': [-456.0148490597594, 131.6140418018005], 'userColor': None, 'useUserColor': False}, + 21: {'position': [-453.4049854365541, -14.119741709760799], 'userColor': None, 'useUserColor': False}, + 22: {'position': [-365.4070892083539, 28.497770122676272], 'userColor': None, 'useUserColor': False}, + 23: {'position': [-30.80084371013176, 209.07239366877317], 'userColor': None, 'useUserColor': False}, + 24: {'position': [185.73842116109762, 182.93834446017655], 'userColor': None, 'useUserColor': False}, + 25: {'position': [234.2730839770628, 67.20184082210567], 'userColor': None, 'useUserColor': False}, + 26: {'position': [277.8740043881156, 66.93489291872841], 'userColor': None, 'useUserColor': False}, + 27: {'position': [247.34010858136116, -271.6074399893437], 'userColor': None, 'useUserColor': False}, + '__in__': {'position': [0, 0], 'userColor': None, 'useUserColor': True}, + '__out__': {'position': [0, 0], 'userColor': None, 'useUserColor': True}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -1626,15 +1652,15 @@ -_102167024 = CompositeNodeFactory(name='RATPTuto_Visu3DOutputGeneral', +_6833177520 = CompositeNodeFactory(name='RATPTuto_Visu3DOutputGeneral', description='', category='demo', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('pyratp.data', 'AA2004_charp_ok.vgx'), - 3: ('PyRATP', 'PlantGL2VTK'), - 4: ('vplants.plantgl.objects', 'Scene'), + elt_factory={ 2: ('openalea.ratp.data', 'AA2004_charp_ok.vgx'), + 3: ('openalea.ratp', 'PlantGL2VTK'), + 4: ('openalea.plantgl.objects', 'Scene'), 5: ('openalea.data structure.list', 'list'), 7: ('openalea.data structure.string', 'string'), 9: ('openalea.data structure.string', 'string')}, @@ -1646,11 +1672,12 @@ elt_data={ 2: { 'block': False, 'caption': 'AA2004_charp_ok.vgx', 'delay': 0, - 'factory': ' : "AA2004_charp_ok.vgx"', + 'factory': ' : ' + '"AA2004_charp_ok.vgx"', 'hide': True, 'id': 2, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -81.57398578878248, 'posy': -4.610284315867055, 'priority': 0, @@ -1660,7 +1687,8 @@ 3: { 'block': False, 'caption': 'PlantGL2VTK', 'delay': 0, - 'factory': ' : "PlantGL2VTK"', + 'factory': ' : ' + '"PlantGL2VTK"', 'hide': True, 'id': 3, 'lazy': True, @@ -1674,7 +1702,8 @@ 4: { 'block': False, 'caption': 'Scene', 'delay': 0, - 'factory': ' : "Scene"', + 'factory': ' : ' + '"Scene"', 'hide': True, 'id': 4, 'lazy': False, @@ -1688,7 +1717,8 @@ 5: { 'block': False, 'caption': 'list', 'delay': 0, - 'factory': ' : "list"', + 'factory': ' : ' + '"list"', 'hide': True, 'id': 5, 'lazy': True, @@ -1702,7 +1732,8 @@ 7: { 'block': False, 'caption': "'C:\\\\TestTrunk.vtk'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 7, 'lazy': True, @@ -1716,7 +1747,8 @@ 9: { 'block': False, 'caption': "'Trunk'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 9, 'lazy': True, @@ -1753,7 +1785,7 @@ 'use_user_color': True, 'user_application': None, 'user_color': None}}, - elt_value={ 2: [ (0, 'PackageData(pyratp.data, AA2004_charp_ok.vgx)'), + elt_value={ 2: [ (0, 'PackageData(openalea.ratp.data, AA2004_charp_ok.vgx)'), (1, 'None'), (2, 'None')], 3: [], @@ -1763,14 +1795,26 @@ 9: [(0, "'Trunk'")], '__in__': [], '__out__': []}, - elt_ad_hoc={ 2: {'position': [-81.57398578878248, -4.610284315867055], 'userColor': None, 'useUserColor': False}, - 3: {'position': [118.75605543418189, 121.75908212332212], 'userColor': None, 'useUserColor': False}, - 4: {'position': [16.75126229900934, 60.41321885401749], 'userColor': None, 'useUserColor': False}, - 5: {'position': [67.06223689319881, -42.3550969851782], 'userColor': None, 'useUserColor': False}, - 7: {'position': [187.59068991356006, -6.495245370952318], 'userColor': None, 'useUserColor': False}, - 9: {'position': [107.65186951223487, -6.881657902174268], 'userColor': None, 'useUserColor': False}, - '__in__': {'position': [0, 0], 'userColor': None, 'useUserColor': True}, - '__out__': {'position': [0, 0], 'userColor': None, 'useUserColor': True}}, + elt_ad_hoc={ 2: { 'position': [-81.57398578878248, -4.610284315867055], + 'useUserColor': False, + 'userColor': None}, + 3: { 'position': [118.75605543418189, 121.75908212332212], + 'useUserColor': False, + 'userColor': None}, + 4: { 'position': [16.75126229900934, 60.41321885401749], + 'useUserColor': False, + 'userColor': None}, + 5: { 'position': [67.06223689319881, -42.3550969851782], + 'useUserColor': False, + 'userColor': None}, + 7: { 'position': [187.59068991356006, -6.495245370952318], + 'useUserColor': False, + 'userColor': None}, + 9: { 'position': [107.65186951223487, -6.881657902174268], + 'useUserColor': False, + 'userColor': None}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -1778,30 +1822,30 @@ -_102166864 = CompositeNodeFactory(name='RATPTuto_Visu3DOutputVoxels', +_6833177808 = CompositeNodeFactory(name='RATPTuto_Visu3DOutputVoxels', description='', category='demo', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 3: ('PyRATP', 'read grid'), - 4: ('PyRATP', 'plant from vegestar'), - 5: ('PyRATP', 'ExtractVoxels'), - 6: ('pyratp.data', 'grid3Da_2004.grd'), - 7: ('PyRATP', 'read_vegetation'), - 8: ('pyratp.data', 'vegetationa_2004.vfn'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 3: ('openalea.ratp', 'read grid'), + 4: ('openalea.ratp', 'plant from vegestar'), + 5: ('openalea.ratp', 'ExtractVoxels'), + 6: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 7: ('openalea.ratp', 'read_vegetation'), + 8: ('openalea.ratp.data', 'vegetationa_2004.vfn'), 9: ('openalea.flow control', 'annotation'), - 10: ('PyRATP', 'read_skyvault'), - 11: ('pyratp.data', 'skyvaultsoc.skv'), - 12: ('PyRATP', 'fill grid'), - 13: ('PyRATP', 'ExtractVar'), - 14: ('pyratp.data', 'aa2004pastroppetit.vgx'), - 15: ('pyratp.data', 'mmeteo082050_1h.mto'), + 10: ('openalea.ratp', 'read_skyvault'), + 11: ('openalea.ratp.data', 'skyvaultsoc.skv'), + 12: ('openalea.ratp', 'fill grid'), + 13: ('openalea.ratp', 'ExtractVar'), + 14: ('openalea.ratp.data', 'aa2004pastroppetit.vgx'), + 15: ('openalea.ratp.data', 'mmeteo082050_1h.mto'), 16: ('openalea.data structure', 'float'), 17: ('openalea.data structure', 'int'), 18: ('openalea.data structure', 'int'), - 19: ('PyRATP', 'do_all'), + 19: ('openalea.ratp', 'do_all'), 20: ('openalea.flow control', 'annotation'), 21: ('openalea.flow control', 'annotation'), 22: ('openalea.data structure.string', 'string'), @@ -1810,7 +1854,7 @@ 25: ('openalea.math', '+'), 26: ('openalea.flow control', 'annotation'), 27: ('openalea.flow control', 'annotation'), - 28: ('PyRATP', 'RATPVOXELS2VTK')}, + 28: ('openalea.ratp', 'RATPVOXELS2VTK')}, elt_connections={ 10018556: (25, 0, 28, 3), 10018568: (13, 1, 24, 1), 10018580: (22, 0, 24, 0), @@ -1843,7 +1887,8 @@ elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -1857,7 +1902,8 @@ 3: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 3, 'lazy': True, @@ -1871,7 +1917,8 @@ 4: { 'block': False, 'caption': 'plant from vegestar', 'delay': 0, - 'factory': ' : "plant from vegestar"', + 'factory': ' : ' + '"plant from vegestar"', 'hide': True, 'id': 4, 'lazy': True, @@ -1885,7 +1932,8 @@ 5: { 'block': False, 'caption': 'ExtractVoxels', 'delay': 0, - 'factory': ' : "ExtractVoxels"', + 'factory': ' : ' + '"ExtractVoxels"', 'hide': True, 'id': 5, 'lazy': True, @@ -1899,11 +1947,12 @@ 6: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 6, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 157.55398811738453, 'posy': 17.009990904313028, 'priority': 0, @@ -1913,7 +1962,8 @@ 7: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 7, 'lazy': True, @@ -1927,26 +1977,29 @@ 8: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 8, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 288.0582848126588, 'posy': 18.746476825264935, 'priority': 0, 'use_user_color': False, 'user_application': None, 'user_color': None}, - 9: { 'factory': ' : "annotation"', + 9: { 'factory': ' : ' + '"annotation"', 'id': 9, 'posx': 667.2634077770324, 'posy': 324.94764351104766, - 'txt': u'Hour'}, + 'txt': 'Hour'}, 10: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 10, 'lazy': True, @@ -1960,11 +2013,12 @@ 11: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 11, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 425.0950305748483, 'posy': 18.65504151834527, 'priority': 0, @@ -1974,7 +2028,8 @@ 12: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 12, 'lazy': False, @@ -1988,7 +2043,8 @@ 13: { 'block': False, 'caption': 'STAR_Direct', 'delay': 0, - 'factory': ' : "ExtractVar"', + 'factory': ' : ' + '"ExtractVar"', 'hide': True, 'id': 13, 'lazy': True, @@ -2002,11 +2058,12 @@ 14: { 'block': False, 'caption': 'aa2004pastroppetit.vgx', 'delay': 0, - 'factory': ' : "aa2004pastroppetit.vgx"', + 'factory': ' : ' + '"aa2004pastroppetit.vgx"', 'hide': True, 'id': 14, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 5.584507042253521, 'posy': 14.322535211267606, 'priority': 0, @@ -2016,11 +2073,12 @@ 15: { 'block': False, 'caption': 'mmeteo082050_1h.mto', 'delay': 0, - 'factory': ' : "mmeteo082050_1h.mto"', + 'factory': ' : ' + '"mmeteo082050_1h.mto"', 'hide': True, 'id': 15, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 519.5240847143043, 'posy': 18.920545562555887, 'priority': 0, @@ -2030,7 +2088,8 @@ 16: { 'block': False, 'caption': '0.6', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 16, 'lazy': True, @@ -2044,7 +2103,8 @@ 17: { 'block': False, 'caption': '234', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 17, 'lazy': True, @@ -2058,7 +2118,8 @@ 18: { 'block': False, 'caption': '12', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 18, 'lazy': True, @@ -2072,7 +2133,8 @@ 19: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 19, 'lazy': True, @@ -2083,20 +2145,23 @@ 'use_user_color': False, 'user_application': None, 'user_color': None}, - 20: { 'factory': ' : "annotation"', + 20: { 'factory': ' : ' + '"annotation"', 'id': 20, 'posx': 727.42949060541, 'posy': 324.9476435110476, - 'txt': u'Variable to Extract'}, - 21: { 'factory': ' : "annotation"', + 'txt': 'Variable to Extract'}, + 21: { 'factory': ' : ' + '"annotation"', 'id': 21, 'posx': 607.0447550143008, 'posy': 325.14266806008146, - 'txt': u'Day'}, + 'txt': 'Day'}, 22: { 'block': False, 'caption': "'C:\\\\TestVoxels_'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 22, 'lazy': True, @@ -2110,7 +2175,8 @@ 23: { 'block': False, 'caption': "'.vtk'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 23, 'lazy': True, @@ -2124,7 +2190,8 @@ 24: { 'block': False, 'caption': '+', 'delay': 0, - 'factory': ' : "+"', + 'factory': ' : ' + '"+"', 'hide': True, 'id': 24, 'lazy': True, @@ -2138,7 +2205,8 @@ 25: { 'block': False, 'caption': '+', 'delay': 0, - 'factory': ' : "+"', + 'factory': ' : ' + '"+"', 'hide': True, 'id': 25, 'lazy': True, @@ -2149,20 +2217,23 @@ 'use_user_color': False, 'user_application': None, 'user_color': None}, - 26: { 'factory': ' : "annotation"', + 26: { 'factory': ' : ' + '"annotation"', 'id': 26, 'posx': 305.07535873367425, 'posy': 731.846125907529, - 'txt': u'Vizualisation with Paraview (VTK format)'}, - 27: { 'factory': ' : "annotation"', + 'txt': 'Vizualisation with Paraview (VTK format)'}, + 27: { 'factory': ' : ' + '"annotation"', 'id': 27, 'posx': 523.7835449465114, 'posy': 500.5012940033633, - 'txt': u'Set the output filename according\n to the variable to plot'}, + 'txt': 'Set the output filename according\n to the variable to plot'}, 28: { 'block': False, 'caption': 'RATPVOXELS2VTK', 'delay': 0, - 'factory': ' : "RATPVOXELS2VTK"', + 'factory': ' : ' + '"RATPVOXELS2VTK"', 'hide': True, 'id': 28, 'lazy': True, @@ -2203,24 +2274,24 @@ 3: [], 4: [], 5: [], - 6: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 6: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], 7: [], - 8: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 8: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 9: [], 10: [], - 11: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 11: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 12: [], 13: [(0, "'STAR_Direct'")], - 14: [ (0, 'PackageData(pyratp.data, aa2004pastroppetit.vgx)'), + 14: [ (0, 'PackageData(openalea.ratp.data, aa2004pastroppetit.vgx)'), (1, 'None'), (2, 'None')], - 15: [ (0, 'PackageData(pyratp.data, mmeteo082050_1h.mto)'), + 15: [ (0, 'PackageData(openalea.ratp.data, mmeteo082050_1h.mto)'), (1, 'None'), (2, 'None')], 16: [(0, '0.6099999999999999')], @@ -2262,7 +2333,7 @@ 9: { 'color': None, 'position': [667.2634077770324, 324.94764351104766], 'rectP2': (-1, -1), - 'text': u'Hour', + 'text': 'Hour', 'textColor': None, 'visualStyle': 1}, 10: { 'position': [430.6068376680874, 206.10456130685466], @@ -2298,13 +2369,13 @@ 20: { 'color': None, 'position': [727.42949060541, 324.9476435110476], 'rectP2': (-1, -1), - 'text': u'Variable to Extract', + 'text': 'Variable to Extract', 'textColor': None, 'visualStyle': 1}, 21: { 'color': None, 'position': [607.0447550143008, 325.14266806008146], 'rectP2': (-1, -1), - 'text': u'Day', + 'text': 'Day', 'textColor': None, 'visualStyle': 1}, 22: { 'position': [600.192773932405, 548.5371906429107], @@ -2322,20 +2393,20 @@ 26: { 'color': None, 'position': [305.07535873367425, 731.846125907529], 'rectP2': (-1, -1), - 'text': u'Vizualisation with Paraview (VTK format)', + 'text': 'Vizualisation with Paraview (VTK format)', 'textColor': None, 'visualStyle': 1}, 27: { 'color': None, 'position': [523.7835449465114, 500.5012940033633], 'rectP2': (-1, -1), - 'text': u'Set the output filename according\n to the variable to plot', + 'text': 'Set the output filename according\n to the variable to plot', 'textColor': None, 'visualStyle': 1}, 28: { 'position': [367.4391298840026, 689.3801345988865], 'useUserColor': False, 'userColor': None}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -2343,28 +2414,28 @@ -_102166800 = CompositeNodeFactory(name='RATPTuto_MTG', +_6833178096 = CompositeNodeFactory(name='RATPTuto_MTG', description='', category='Unclassified', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 3: ('pyratp.data', 'mmeteo052000.mto'), - 4: ('PyRATP', 'read grid'), - 5: ('pyratp.data', 'mtg_test.txt'), - 6: ('PyRATP', 'fill grid'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 3: ('openalea.ratp.data', 'mmeteo052000.mto'), + 4: ('openalea.ratp', 'read grid'), + 5: ('openalea.ratp.data', 'mtg_test.txt'), + 6: ('openalea.ratp', 'fill grid'), 7: ('openalea.data structure', 'int'), - 8: ('pyratp.data', 'grid3Da_2004.grd'), - 9: ('PyRATP', 'read_vegetation'), - 10: ('pyratp.data', 'vegetationa_2004.vfn'), + 8: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 9: ('openalea.ratp', 'read_vegetation'), + 10: ('openalea.ratp.data', 'vegetationa_2004.vfn'), 11: ('openalea.mtg', 'MTG'), - 12: ('PyRATP', 'read_skyvault'), - 13: ('pyratp.data', 'skyvaultsoc.skv'), - 14: ('PyRATP', 'do_all'), - 15: ('PyRATP', 'extract leaves'), - 17: ('PyRATP', 'extract time'), - 18: ('PyRATP', 'extract time'), + 12: ('openalea.ratp', 'read_skyvault'), + 13: ('openalea.ratp.data', 'skyvaultsoc.skv'), + 14: ('openalea.ratp', 'do_all'), + 15: ('openalea.ratp', 'extract leaves'), + 17: ('openalea.ratp', 'extract time'), + 18: ('openalea.ratp', 'extract time'), 19: ('openalea.pylab.plotting', 'PyLabLine2D'), 20: ('openalea.pylab.plotting', 'PyLabPlot')}, elt_connections={ 10017524: (14, 1, 18, 1), @@ -2393,7 +2464,8 @@ elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -2407,11 +2479,12 @@ 3: { 'block': False, 'caption': 'mmeteo052000.mto', 'delay': 0, - 'factory': ' : "mmeteo052000.mto"', + 'factory': ' : ' + '"mmeteo052000.mto"', 'hide': True, 'id': 3, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 119.60253003479224, 'posy': -263.8291103708651, 'priority': 0, @@ -2421,7 +2494,8 @@ 4: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 4, 'lazy': True, @@ -2435,11 +2509,12 @@ 5: { 'block': False, 'caption': 'mtg_test.txt', 'delay': 0, - 'factory': ' : "mtg_test.txt"', + 'factory': ' : ' + '"mtg_test.txt"', 'hide': True, 'id': 5, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -470.7615075937049, 'posy': -298.3150022001025, 'priority': 0, @@ -2449,7 +2524,8 @@ 6: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 6, 'lazy': True, @@ -2463,7 +2539,8 @@ 7: { 'block': False, 'caption': '1', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 7, 'lazy': True, @@ -2477,11 +2554,12 @@ 8: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 8, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -286.68422229815326, 'posy': -262.40253923031554, 'priority': 0, @@ -2491,7 +2569,8 @@ 9: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 9, 'lazy': True, @@ -2505,11 +2584,12 @@ 10: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 10, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -125.61332537515585, 'posy': -261.59861163522635, 'priority': 0, @@ -2519,7 +2599,8 @@ 11: { 'block': False, 'caption': 'MTG', 'delay': 0, - 'factory': ' : "MTG"', + 'factory': ' : ' + '"MTG"', 'hide': True, 'id': 11, 'lazy': True, @@ -2533,7 +2614,8 @@ 12: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 12, 'lazy': True, @@ -2547,11 +2629,12 @@ 13: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 13, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 14.727865882050509, 'posy': -259.02907403079763, 'priority': 0, @@ -2561,7 +2644,8 @@ 14: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 14, 'lazy': True, @@ -2575,7 +2659,8 @@ 15: { 'block': False, 'caption': 'extract leaves', 'delay': 0, - 'factory': ' : "extract leaves"', + 'factory': ' : ' + '"extract leaves"', 'hide': True, 'id': 15, 'lazy': True, @@ -2589,7 +2674,8 @@ 17: { 'block': False, 'caption': 'iteration', 'delay': 0, - 'factory': ' : "extract time"', + 'factory': ' : ' + '"extract time"', 'hide': True, 'id': 17, 'lazy': True, @@ -2603,7 +2689,8 @@ 18: { 'block': False, 'caption': 'Photosynthesis', 'delay': 0, - 'factory': ' : "extract time"', + 'factory': ' : ' + '"extract time"', 'hide': True, 'id': 18, 'lazy': True, @@ -2617,7 +2704,8 @@ 19: { 'block': False, 'caption': 'PyLabLine2D', 'delay': 0, - 'factory': ' : "PyLabLine2D"', + 'factory': ' : ' + '"PyLabLine2D"', 'hide': True, 'id': 19, 'lazy': False, @@ -2631,7 +2719,8 @@ 20: { 'block': False, 'caption': 'PyLabPlot', 'delay': 0, - 'factory': ' : "PyLabPlot"', + 'factory': ' : ' + '"PyLabPlot"', 'hide': True, 'id': 20, 'lazy': False, @@ -2669,25 +2758,25 @@ 'user_application': None, 'user_color': None}}, elt_value={ 2: [], - 3: [ (0, 'PackageData(pyratp.data, mmeteo052000.mto)'), + 3: [ (0, 'PackageData(openalea.ratp.data, mmeteo052000.mto)'), (1, 'None'), (2, 'None')], 4: [], - 5: [ (0, 'PackageData(pyratp.data, mtg_test.txt)'), + 5: [ (0, 'PackageData(openalea.ratp.data, mtg_test.txt)'), (1, 'None'), (2, 'None')], 6: [], 7: [(0, '1')], - 8: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 8: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], 9: [], - 10: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 10: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 11: [], 12: [], - 13: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 13: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 14: [], @@ -2774,8 +2863,8 @@ 20: { 'position': [-107.23893306926742, 215.16813287121798], 'useUserColor': False, 'userColor': None}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -2783,32 +2872,32 @@ -_102166928 = CompositeNodeFactory(name='RATPTuto_Nalloc', +_6833178384 = CompositeNodeFactory(name='RATPTuto_Nalloc', description='', category='Unclassified', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 4: ('PyRATP', 'read grid'), - 5: ('PyRATP', 'plant from vegestar'), - 6: ('PyRATP', 'fill grid'), - 9: ('PyRATP', 'read_vegetation'), - 12: ('PyRATP', 'read_skyvault'), - 13: ('pyratp.data', 'skyvaultsoc.skv'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 4: ('openalea.ratp', 'read grid'), + 5: ('openalea.ratp', 'plant from vegestar'), + 6: ('openalea.ratp', 'fill grid'), + 9: ('openalea.ratp', 'read_vegetation'), + 12: ('openalea.ratp', 'read_skyvault'), + 13: ('openalea.ratp.data', 'skyvaultsoc.skv'), 14: ('openalea.flow control', 'annotation'), - 15: ('pyratp.data', 'mmeteo082050_1h.mto'), + 15: ('openalea.ratp.data', 'mmeteo082050_1h.mto'), 16: ('openalea.data structure', 'float'), 17: ('openalea.data structure', 'float'), 18: ('openalea.data structure', 'float'), - 19: ('PyRATP', 'ratp_radiation'), - 20: ('pyratp.data', 'grid3Da_2004.grd'), - 21: ('pyratp.data', 'aa2004pastroppetit.vgx'), - 22: ('PyRATP', 'do_all'), - 23: ('PyRATP', 'read_micrometeo'), - 24: ('pyratp.data', 'mmeteo052000.mto'), - 25: ('pyratp.data', 'vegetationa_2004.vfn'), - 26: ('PyRATP', 'Nallocate')}, + 19: ('openalea.ratp', 'ratp_radiation'), + 20: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 21: ('openalea.ratp.data', 'aa2004pastroppetit.vgx'), + 22: ('openalea.ratp', 'do_all'), + 23: ('openalea.ratp', 'read_micrometeo'), + 24: ('openalea.ratp.data', 'mmeteo052000.mto'), + 25: ('openalea.ratp.data', 'vegetationa_2004.vfn'), + 26: ('openalea.ratp', 'Nallocate')}, elt_connections={ 10018592: (16, 0, 26, 3), 10018604: (17, 0, 26, 2), 10018616: (26, 0, 22, 0), @@ -2838,7 +2927,8 @@ elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -2852,7 +2942,8 @@ 4: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 4, 'lazy': True, @@ -2866,7 +2957,8 @@ 5: { 'block': False, 'caption': 'plant from vegestar', 'delay': 0, - 'factory': ' : "plant from vegestar"', + 'factory': ' : ' + '"plant from vegestar"', 'hide': True, 'id': 5, 'lazy': True, @@ -2880,7 +2972,8 @@ 6: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 6, 'lazy': True, @@ -2894,7 +2987,8 @@ 9: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 9, 'lazy': True, @@ -2908,7 +3002,8 @@ 12: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 12, 'lazy': True, @@ -2922,30 +3017,34 @@ 13: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 13, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -6.602831071766552, 'posy': -527.7653520426326, 'priority': 0, 'use_user_color': True, 'user_application': None, 'user_color': 170}, - 14: { 'factory': ' : "annotation"', + 14: { 'factory': ' : ' + '"annotation"', 'id': 14, 'posx': -110.12271479481171, 'posy': -39.79224148047818, - 'txt': u'Slope and Intercept of the linear relationship \nbetween Nitrogen content and PAR absorbed'}, + 'txt': 'Slope and Intercept of the linear relationship \n' + 'between Nitrogen content and PAR absorbed'}, 15: { 'block': False, 'caption': 'mmeteo082050_1h.mto', 'delay': 0, - 'factory': ' : "mmeteo082050_1h.mto"', + 'factory': ' : ' + '"mmeteo082050_1h.mto"', 'hide': True, 'id': 15, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 322.83421528536627, 'posy': -523.214073048697, 'priority': 0, @@ -2955,7 +3054,8 @@ 16: { 'block': False, 'caption': '0.8', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 16, 'lazy': True, @@ -2969,7 +3069,8 @@ 17: { 'block': False, 'caption': '0.1', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 17, 'lazy': True, @@ -2983,7 +3084,8 @@ 18: { 'block': False, 'caption': '0.8', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 18, 'lazy': True, @@ -2997,7 +3099,8 @@ 19: { 'block': False, 'caption': 'ratp_radiation', 'delay': 0, - 'factory': ' : "ratp_radiation"', + 'factory': ' : ' + '"ratp_radiation"', 'hide': True, 'id': 19, 'lazy': True, @@ -3011,11 +3114,12 @@ 20: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 20, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -296.1169009169222, 'posy': -523.214073048697, 'priority': 0, @@ -3025,11 +3129,12 @@ 21: { 'block': False, 'caption': 'aa2004pastroppetit.vgx', 'delay': 0, - 'factory': ' : "aa2004pastroppetit.vgx"', + 'factory': ' : ' + '"aa2004pastroppetit.vgx"', 'hide': True, 'id': 21, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -435.26957991923507, 'posy': -524.3272944807159, 'priority': 0, @@ -3039,7 +3144,8 @@ 22: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 22, 'lazy': True, @@ -3053,7 +3159,8 @@ 23: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 23, 'lazy': True, @@ -3067,11 +3174,12 @@ 24: { 'block': False, 'caption': 'mmeteo052000.mto', 'delay': 0, - 'factory': ' : "mmeteo052000.mto"', + 'factory': ' : ' + '"mmeteo052000.mto"', 'hide': True, 'id': 24, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 119.11469322597995, 'posy': -526.5537373447524, 'priority': 0, @@ -3081,11 +3189,12 @@ 25: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 25, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -153.6605576694949, 'posy': -527.6309587258297, 'priority': 0, @@ -3095,7 +3204,8 @@ 26: { 'block': False, 'caption': 'Nallocate', 'delay': 0, - 'factory': ' : "Nallocate"', + 'factory': ' : ' + '"Nallocate"', 'hide': True, 'id': 26, 'lazy': True, @@ -3138,29 +3248,29 @@ 6: [], 9: [], 12: [], - 13: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 13: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 14: [], - 15: [ (0, 'PackageData(pyratp.data, mmeteo082050_1h.mto)'), + 15: [ (0, 'PackageData(openalea.ratp.data, mmeteo082050_1h.mto)'), (1, 'None'), (2, 'None')], 16: [(0, '0.81')], 17: [(0, '0.1')], 18: [(0, '0.75')], 19: [], - 20: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 20: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], - 21: [ (0, 'PackageData(pyratp.data, aa2004pastroppetit.vgx)'), + 21: [ (0, 'PackageData(openalea.ratp.data, aa2004pastroppetit.vgx)'), (1, 'None'), (2, 'None')], 22: [], 23: [], - 24: [ (0, 'PackageData(pyratp.data, mmeteo052000.mto)'), + 24: [ (0, 'PackageData(openalea.ratp.data, mmeteo052000.mto)'), (1, 'None'), (2, 'None')], - 25: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 25: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 26: [], @@ -3190,7 +3300,8 @@ 14: { 'color': None, 'position': [-110.12271479481171, -39.79224148047818], 'rectP2': (229.23237716301256, 41.5), - 'text': u'Slope and Intercept of the linear relationship \nbetween Nitrogen content and PAR absorbed', + 'text': 'Slope and Intercept of the linear relationship \n' + 'between Nitrogen content and PAR absorbed', 'textColor': None, 'visualStyle': 1}, 15: { 'position': [322.83421528536627, -523.214073048697], @@ -3229,8 +3340,8 @@ 26: { 'position': [-159.45526754885623, 79.54753025525493], 'useUserColor': True, 'userColor': [255, 170, 0]}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) @@ -3238,34 +3349,34 @@ -_102166832 = CompositeNodeFactory(name='RATPTuto_Visu3DOutputLeaves', +_6833178672 = CompositeNodeFactory(name='RATPTuto_Visu3DOutputLeaves', description='', category='demo', doc='', inputs=[], outputs=[], - elt_factory={ 2: ('PyRATP', 'read_micrometeo'), - 3: ('PyRATP', 'read grid'), - 4: ('PyRATP', 'plant from vegestar'), - 5: ('PyRATP', 'ExtractLight'), - 6: ('pyratp.data', 'grid3Da_2004.grd'), - 7: ('PyRATP', 'read_vegetation'), - 8: ('pyratp.data', 'vegetationa_2004.vfn'), + elt_factory={ 2: ('openalea.ratp', 'read_micrometeo'), + 3: ('openalea.ratp', 'read grid'), + 4: ('openalea.ratp', 'plant from vegestar'), + 5: ('openalea.ratp', 'ExtractLight'), + 6: ('openalea.ratp.data', 'grid3Da_2004.grd'), + 7: ('openalea.ratp', 'read_vegetation'), + 8: ('openalea.ratp.data', 'vegetationa_2004.vfn'), 9: ('openalea.flow control', 'annotation'), - 10: ('PyRATP', 'read_skyvault'), - 11: ('pyratp.data', 'skyvaultsoc.skv'), - 13: ('PyRATP', 'fill grid'), - 14: ('PyRATP', 'ExtractVar'), + 10: ('openalea.ratp', 'read_skyvault'), + 11: ('openalea.ratp.data', 'skyvaultsoc.skv'), + 13: ('openalea.ratp', 'fill grid'), + 14: ('openalea.ratp', 'ExtractVar'), 15: ('alinea.caribu.visualisation', 'gammaTrans'), - 16: ('pyratp.data', 'aa2004pastroppetit.vgx'), - 17: ('vplants.plantgl.objects', 'Scene'), - 18: ('pyratp.data', 'mmeteo082050_1h.mto'), + 16: ('openalea.ratp.data', 'aa2004pastroppetit.vgx'), + 17: ('openalea.plantgl.objects', 'Scene'), + 18: ('openalea.ratp.data', 'mmeteo082050_1h.mto'), 19: ('openalea.data structure', 'float'), 20: ('openalea.data structure', 'int'), 21: ('openalea.data structure', 'int'), - 22: ('PyRATP', 'Plot3DRATP'), - 23: ('PyRATP', 'do_all'), - 24: ('vplants.plantgl.visualization', 'plot3D'), + 22: ('openalea.ratp', 'Plot3DRATP'), + 23: ('openalea.ratp', 'do_all'), + 24: ('openalea.plantgl.visualization', 'plot3D'), 27: ('openalea.flow control', 'annotation'), 30: ('openalea.flow control', 'annotation'), 31: ('openalea.flow control', 'annotation'), @@ -3275,7 +3386,7 @@ 41: ('openalea.math', '+'), 42: ('openalea.flow control', 'annotation'), 44: ('openalea.flow control', 'annotation'), - 45: ('PyRATP', 'RATP2VTK_Leaves')}, + 45: ('openalea.ratp', 'RATP2VTK_Leaves')}, elt_connections={ 10018484: (13, 0, 23, 0), 10018496: (4, 0, 13, 0), 10018508: (21, 0, 5, 3), @@ -3314,7 +3425,8 @@ elt_data={ 2: { 'block': False, 'caption': 'read_micrometeo', 'delay': 0, - 'factory': ' : "read_micrometeo"', + 'factory': ' : ' + '"read_micrometeo"', 'hide': True, 'id': 2, 'lazy': True, @@ -3328,7 +3440,8 @@ 3: { 'block': False, 'caption': 'read grid', 'delay': 0, - 'factory': ' : "read grid"', + 'factory': ' : ' + '"read grid"', 'hide': True, 'id': 3, 'lazy': True, @@ -3342,7 +3455,8 @@ 4: { 'block': False, 'caption': 'plant from vegestar', 'delay': 0, - 'factory': ' : "plant from vegestar"', + 'factory': ' : ' + '"plant from vegestar"', 'hide': True, 'id': 4, 'lazy': True, @@ -3356,7 +3470,8 @@ 5: { 'block': False, 'caption': 'ExtractLight', 'delay': 0, - 'factory': ' : "ExtractLight"', + 'factory': ' : ' + '"ExtractLight"', 'hide': True, 'id': 5, 'lazy': True, @@ -3370,11 +3485,12 @@ 6: { 'block': False, 'caption': 'grid3Da_2004.grd', 'delay': 0, - 'factory': ' : "grid3Da_2004.grd"', + 'factory': ' : ' + '"grid3Da_2004.grd"', 'hide': True, 'id': 6, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -17.596270487919213, 'posy': -179.659023180194, 'priority': 0, @@ -3384,7 +3500,8 @@ 7: { 'block': False, 'caption': 'read_vegetation', 'delay': 0, - 'factory': ' : "read_vegetation"', + 'factory': ' : ' + '"read_vegetation"', 'hide': True, 'id': 7, 'lazy': True, @@ -3398,26 +3515,29 @@ 8: { 'block': False, 'caption': 'vegetationa_2004.vfn', 'delay': 0, - 'factory': ' : "vegetationa_2004.vfn"', + 'factory': ' : ' + '"vegetationa_2004.vfn"', 'hide': True, 'id': 8, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 112.9080262073551, 'posy': -177.9225372592421, 'priority': 0, 'use_user_color': False, 'user_application': None, 'user_color': None}, - 9: { 'factory': ' : "annotation"', + 9: { 'factory': ' : ' + '"annotation"', 'id': 9, 'posx': 492.1131491717287, 'posy': 128.27862942654062, - 'txt': u'Hour'}, + 'txt': 'Hour'}, 10: { 'block': False, 'caption': 'read_skyvault', 'delay': 0, - 'factory': ' : "read_skyvault"', + 'factory': ' : ' + '"read_skyvault"', 'hide': True, 'id': 10, 'lazy': True, @@ -3431,11 +3551,12 @@ 11: { 'block': False, 'caption': 'skyvaultsoc.skv', 'delay': 0, - 'factory': ' : "skyvaultsoc.skv"', + 'factory': ' : ' + '"skyvaultsoc.skv"', 'hide': True, 'id': 11, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 249.94477196954463, 'posy': -178.01397256616175, 'priority': 0, @@ -3445,7 +3566,8 @@ 13: { 'block': False, 'caption': 'fill grid', 'delay': 0, - 'factory': ' : "fill grid"', + 'factory': ' : ' + '"fill grid"', 'hide': True, 'id': 13, 'lazy': False, @@ -3459,7 +3581,8 @@ 14: { 'block': False, 'caption': 'STAR_Direct', 'delay': 0, - 'factory': ' : "ExtractVar"', + 'factory': ' : ' + '"ExtractVar"', 'hide': True, 'id': 14, 'lazy': True, @@ -3473,7 +3596,8 @@ 15: { 'block': False, 'caption': 'gammaTrans', 'delay': 0, - 'factory': ' : "gammaTrans"', + 'factory': ' : ' + '"gammaTrans"', 'hide': True, 'id': 15, 'lazy': True, @@ -3487,11 +3611,12 @@ 16: { 'block': False, 'caption': 'aa2004pastroppetit.vgx', 'delay': 0, - 'factory': ' : "aa2004pastroppetit.vgx"', + 'factory': ' : ' + '"aa2004pastroppetit.vgx"', 'hide': True, 'id': 16, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': -169.56575156305016, 'posy': -182.34647887323942, 'priority': 0, @@ -3501,7 +3626,8 @@ 17: { 'block': False, 'caption': 'Scene', 'delay': 0, - 'factory': ' : "Scene"', + 'factory': ' : ' + '"Scene"', 'hide': True, 'id': 17, 'lazy': False, @@ -3515,11 +3641,12 @@ 18: { 'block': False, 'caption': 'mmeteo082050_1h.mto', 'delay': 0, - 'factory': ' : "mmeteo082050_1h.mto"', + 'factory': ' : ' + '"mmeteo082050_1h.mto"', 'hide': True, 'id': 18, 'lazy': True, - 'port_hide_changed': set([2]), + 'port_hide_changed': {2}, 'posx': 344.3738261090007, 'posy': -177.74846852195114, 'priority': 0, @@ -3529,7 +3656,8 @@ 19: { 'block': False, 'caption': '0.6', 'delay': 0, - 'factory': ' : "float"', + 'factory': ' : ' + '"float"', 'hide': True, 'id': 19, 'lazy': True, @@ -3543,7 +3671,8 @@ 20: { 'block': False, 'caption': '234', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 20, 'lazy': True, @@ -3557,7 +3686,8 @@ 21: { 'block': False, 'caption': '12', 'delay': 0, - 'factory': ' : "int"', + 'factory': ' : ' + '"int"', 'hide': True, 'id': 21, 'lazy': True, @@ -3571,7 +3701,8 @@ 22: { 'block': False, 'caption': 'Plot3DRATP', 'delay': 0, - 'factory': ' : "Plot3DRATP"', + 'factory': ' : ' + '"Plot3DRATP"', 'hide': True, 'id': 22, 'lazy': True, @@ -3585,7 +3716,8 @@ 23: { 'block': False, 'caption': 'do_all', 'delay': 0, - 'factory': ' : "do_all"', + 'factory': ' : ' + '"do_all"', 'hide': True, 'id': 23, 'lazy': True, @@ -3599,7 +3731,8 @@ 24: { 'block': False, 'caption': 'plot3D', 'delay': 0, - 'factory': ' : "plot3D"', + 'factory': ' : ' + '"plot3D"', 'hide': True, 'id': 24, 'lazy': False, @@ -3610,25 +3743,29 @@ 'use_user_color': False, 'user_application': False, 'user_color': None}, - 27: { 'factory': ' : "annotation"', + 27: { 'factory': ' : ' + '"annotation"', 'id': 27, 'posx': 552.2792320001063, 'posy': 128.2786294265406, - 'txt': u'Variable to Extract'}, - 30: { 'factory': ' : "annotation"', + 'txt': 'Variable to Extract'}, + 30: { 'factory': ' : ' + '"annotation"', 'id': 30, 'posx': 431.8944964089971, 'posy': 128.47365397557445, - 'txt': u'Day'}, - 31: { 'factory': ' : "annotation"', + 'txt': 'Day'}, + 31: { 'factory': ' : ' + '"annotation"', 'id': 31, 'posx': -281.7278512417499, 'posy': 506.6557324750826, - 'txt': u'Visualization with PlantGL'}, + 'txt': 'Visualization with PlantGL'}, 34: { 'block': False, 'caption': "'C:\\\\TestFeuilles_'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 34, 'lazy': True, @@ -3642,7 +3779,8 @@ 35: { 'block': False, 'caption': "'.vtk'", 'delay': 0, - 'factory': ' : "string"', + 'factory': ' : ' + '"string"', 'hide': True, 'id': 35, 'lazy': True, @@ -3656,7 +3794,8 @@ 40: { 'block': False, 'caption': '+', 'delay': 0, - 'factory': ' : "+"', + 'factory': ' : ' + '"+"', 'hide': True, 'id': 40, 'lazy': True, @@ -3670,7 +3809,8 @@ 41: { 'block': False, 'caption': '+', 'delay': 0, - 'factory': ' : "+"', + 'factory': ' : ' + '"+"', 'hide': True, 'id': 41, 'lazy': True, @@ -3681,20 +3821,23 @@ 'use_user_color': False, 'user_application': None, 'user_color': None}, - 42: { 'factory': ' : "annotation"', + 42: { 'factory': ' : ' + '"annotation"', 'id': 42, 'posx': 129.92510012837056, 'posy': 535.177111823022, - 'txt': u'Vizualisation with Paraview (VTK format)'}, - 44: { 'factory': ' : "annotation"', + 'txt': 'Vizualisation with Paraview (VTK format)'}, + 44: { 'factory': ' : ' + '"annotation"', 'id': 44, 'posx': 348.6332863412076, 'posy': 303.8322799188563, - 'txt': u'Set the output filename according\n to the variable to plot'}, + 'txt': 'Set the output filename according\n to the variable to plot'}, 45: { 'block': False, 'caption': 'RATP2VTK_Leaves', 'delay': 0, - 'factory': ' : "RATP2VTK_Leaves"', + 'factory': ' : ' + '"RATP2VTK_Leaves"', 'hide': True, 'id': 45, 'lazy': True, @@ -3735,26 +3878,26 @@ 3: [], 4: [], 5: [], - 6: [ (0, 'PackageData(pyratp.data, grid3Da_2004.grd)'), + 6: [ (0, 'PackageData(openalea.ratp.data, grid3Da_2004.grd)'), (1, 'None'), (2, 'None')], 7: [], - 8: [ (0, 'PackageData(pyratp.data, vegetationa_2004.vfn)'), + 8: [ (0, 'PackageData(openalea.ratp.data, vegetationa_2004.vfn)'), (1, 'None'), (2, 'None')], 9: [], 10: [], - 11: [ (0, 'PackageData(pyratp.data, skyvaultsoc.skv)'), + 11: [ (0, 'PackageData(openalea.ratp.data, skyvaultsoc.skv)'), (1, 'None'), (2, 'None')], 13: [], 14: [(0, "'STAR_Direct'")], 15: [(1, '1'), (2, 'None'), (3, 'None')], - 16: [ (0, 'PackageData(pyratp.data, aa2004pastroppetit.vgx)'), + 16: [ (0, 'PackageData(openalea.ratp.data, aa2004pastroppetit.vgx)'), (1, 'None'), (2, 'None')], 17: [], - 18: [ (0, 'PackageData(pyratp.data, mmeteo082050_1h.mto)'), + 18: [ (0, 'PackageData(openalea.ratp.data, mmeteo082050_1h.mto)'), (1, 'None'), (2, 'None')], 19: [(0, '0.6099999999999999')], @@ -3799,7 +3942,7 @@ 9: { 'color': None, 'position': [492.1131491717287, 128.27862942654062], 'rectP2': (-1, -1), - 'text': u'Hour', + 'text': 'Hour', 'textColor': None, 'visualStyle': 1}, 10: { 'position': [255.45657906278373, 9.435547222347651], @@ -3847,19 +3990,19 @@ 27: { 'color': None, 'position': [552.2792320001063, 128.2786294265406], 'rectP2': (-1, -1), - 'text': u'Variable to Extract', + 'text': 'Variable to Extract', 'textColor': None, 'visualStyle': 1}, 30: { 'color': None, 'position': [431.8944964089971, 128.47365397557445], 'rectP2': (-1, -1), - 'text': u'Day', + 'text': 'Day', 'textColor': None, 'visualStyle': 1}, 31: { 'color': None, 'position': [-281.7278512417499, 506.6557324750826], 'rectP2': (-1, -1), - 'text': u'Visualization with PlantGL', + 'text': 'Visualization with PlantGL', 'textColor': None, 'visualStyle': 1}, 34: { 'position': [425.04251532710134, 351.8681765584037], @@ -3877,13 +4020,13 @@ 42: { 'color': None, 'position': [129.92510012837056, 535.177111823022], 'rectP2': (-1, -1), - 'text': u'Vizualisation with Paraview (VTK format)', + 'text': 'Vizualisation with Paraview (VTK format)', 'textColor': None, 'visualStyle': 1}, 44: { 'color': None, 'position': [348.6332863412076, 303.8322799188563], 'rectP2': (-1, -1), - 'text': u'Set the output filename according\n to the variable to plot', + 'text': 'Set the output filename according\n to the variable to plot', 'textColor': None, 'visualStyle': 1}, 45: { 'position': [173.3716795280044, 498.0495520986309], @@ -3892,8 +4035,8 @@ 46: { 'position': [190.0378844214419, 493.6832686030814], 'useUserColor': False, 'userColor': None}, - '__in__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}, - '__out__': { 'position': [0, 0], 'useUserColor': True, 'userColor': None}}, + '__in__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}, + '__out__': {'position': [0, 0], 'useUserColor': True, 'userColor': None}}, lazy=True, eval_algo='LambdaEvaluation', ) diff --git a/src/openalea/ratp_wralea/demo/meson.build b/src/openalea/ratp_wralea/demo/meson.build new file mode 100644 index 00000000..1a7dc97f --- /dev/null +++ b/src/openalea/ratp_wralea/demo/meson.build @@ -0,0 +1,13 @@ +py_mod = import('python') +py = py_mod.find_installation(pure: false) + + +python_sources = [ + '__init__.py', + '__wralea__.py', +] + +py.install_sources( + python_sources, + subdir: 'openalea/ratp_wralea/demo' +) diff --git a/src/openalea/ratp_wralea/meson.build b/src/openalea/ratp_wralea/meson.build index 86f15f35..0f0cab45 100644 --- a/src/openalea/ratp_wralea/meson.build +++ b/src/openalea/ratp_wralea/meson.build @@ -10,13 +10,14 @@ python_sources = [ 'ExtractVar.py', 'Plot3DRATP.py', 'ratp.py', - 'WidgetUIRATP_Grid.py', - 'WidgetUIRATP_Vege.py', + 'WidgetUiRATP_Grid.py', + 'WidgetUiRATP_Vege.py', ] py.install_sources( python_sources, - pure: false, subdir: 'openalea/ratp_wralea' ) +subdir('data') +subdir('demo') diff --git a/src/openalea/ratp_wralea/ratp.py b/src/openalea/ratp_wralea/ratp.py index 9a4bef6a..1ad04fe5 100644 --- a/src/openalea/ratp_wralea/ratp.py +++ b/src/openalea/ratp_wralea/ratp.py @@ -10,7 +10,7 @@ can2riri, Nallocate ) -from openalea.ratp.RATP2VTK import RATP2VTK, RATPVOXELS2VTK, PlantGL2VTK +from openalea.ratp.RATP2VTK import RATP2VTK, RATPVOXELS2VTK#, PlantGL2VTK read_grid = grid.Grid.read diff --git a/test/test_complet.py b/test/test_complet.py index 4dd20238..8e930d4c 100644 --- a/test/test_complet.py +++ b/test/test_complet.py @@ -1,24 +1,27 @@ -from openalea.core.alea import run +from pytest import fixture from openalea.core.pkgmanager import PackageManager """ A unique PackageManager is created for all test of dataflow """ -pm = PackageManager() -pm.init(verbose=False) +@fixture +def pm(): + _pm = PackageManager() + _pm.init(verbose=False) + return _pm -def test_complet(): - factory = pm['pyratp.demo']['RATPTuto_Complet'] +def test_complet(pm): + factory = pm['demo.ratp']['RATPTuto_Complet'] cn = factory.instantiate() cn.eval_as_expression(6) -def test_can(): - factory = pm['pyratp.demo']['RATPTuto_CanFile'] +def test_can(pm): + factory = pm['demo.ratp']['RATPTuto_CanFile'] cn = factory.instantiate() - cn.eval_as_expression(16) - result = cn.node(16).get_output(0) + cn.eval_as_expression(15) + result = cn.node(15).get_output(0) - assert len(result) == 230 - assert result.shape == (230,9) + assert len(result) == 170 + assert result.shape == (170,11) #assert 199 < result.mean() < 200