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LR_code_3.py
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LR_code_3.py
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# -*- coding: utf-8 -*-
"""
Created on Thu Apr 30 17:26:05 2020
@author: beaub
"""
#Program to calculate the branching fractions of Ar emission lines such that the
#metastable and resonant densities can be computed.
import time
import os
start_time = time.time()
from math import exp
import numpy as np
from spec_integrate import integrate
import matplotlib.pyplot as plt
from mpl_toolkits import mplot3d
from datetime import datetime
datestring = datetime.strftime(datetime.now(), '%Y-%m-%d-%H-%M-%S')
#exec(open('astro_nist.py').read())
param = input("What system parameter was used during this experimental work? is this assessment for? E.g. 2kW or 0.0050 PP. Please respond and press Enter: ")
print("Thank you. The parameter you are about to evaluate is: ",param)
def print_results(a,b,c):
c_list = list(c)
a_list = list(a)
b_list = list(b)
min_pos = c_list.index(min(c_list))
print('Minimum chi-squared of ', min(c), 'occurs at position ', min_pos,
'where n1s4 = ',"%7.1e" % a_list[min_pos], 'cm\u00b3', 'and n1s5 = ',
"%7.1e" % b_list[min_pos], 'cm\u00b3')
#Function for caluclation of reabsorption coefficients
def reabs_coeff(k,n):
return k*n*(T_g**-0.5)
#Function for calculation of escape factors
def escape_factor(k,n,p):
return (2-exp(-reabs_coeff(k,n)*p/1000))/(1+(reabs_coeff(k,n)*p))
#Function for calculation of Model Line Ratios
def LR_model(kij,kik,Aij,Aik,nij,nik,p):
return (Aij*escape_factor(kij,nij,p))/(Aik*escape_factor(kik,nik,p))
#Function for calculation of experimental line ratios
def LR_exp(Iij,Iik):
return Iij/Iik
#Calculation of chi-squared term without summing
def chi_squared(LRm,LRe):
return ((LRe-LRm)/(0.05*LRe))**2
def raw(textfile):
I = np.loadtxt("RawInputData/" + textfile + ".txt", delimiter=' ',
unpack=True, usecols=(1), skiprows=1)
return I
T_g = 600 #757 = 15mtorr #gas temperature (K)
p = 5 #charactersitic readsorption length (cm)
T_g_str = str(T_g)
p_str = str(p)
#------------------------------------------------------
#Extract raw Intensity values for parameter chosen.
#Integrating the spectral data to measure the intensity of each peak used
#filename = input("What is the name of the file you want to analyse?")
filename=integrate()
os.chdir(r'C:\Users\beaub\Google Drive\EngD\Research Data\OES\Calibrated\061020')
lamda, I = np.loadtxt(filename+'_IntegratedIntensity.txt', comments='#', delimiter=',', skiprows=2, unpack=True,
usecols=(0,1))
I_corr = I
os.chdir(r'..\..\..\Plasma Spec Code\Plasma-LineRatio')
#I = raw(filename)
I_696 = I[0]
I_727 = I[3]
I_738 = I[4]
I_706 = I[1]
I_794 = I[8]
I_714 = I[2]
#print(raw(filename))
#John Boffard results
#1mtorr
#I_696 = 25.4
#I_727 = 10.1
#I_738 = 66.2
#I_706 = 18.7
#I_794 = 73
#I_714 = 4.81
#15mtorr
#I_696 = 267
#I_727 = 118
#I_738 = 711
#I_706 = 384
#I_794 = 581
#I_714 = 63.6
#Transition Probabilties and reabsorption coeffcients for 6 Ar lines
#units for kij0 = cm^2K^0.5
#units for Aij = s^-1
#Fetching NIST data
#696 j=1s5
kij_696 = 1.43E-11
Aij_696 = 6.39E6
#727 j=1s4
kij_727 = 7.74E-12
Aij_727 = 1.83E6
#738 j=1s4
kij_738 = 6.25E-11
Aij_738 = 8.47E6
#706 j=1s5
kij_706 = 1.47E-11
Aij_706 = 3.8E6
#794 j=1s3
kij_794 = 3.07E-10
Aij_794 = 18.6E6
#714 j=1s5
kij_714 = 1.51E-12
Aij_714 = 0.63E6
#-------------------------------------------------------
with open('Density_inputs.txt', 'r') as inputs:
#Extract data and declare variables
n1s4, n1s5 = np.loadtxt("Density_inputs.txt", delimiter=';',
unpack=True, usecols=(0, 1))
#Creating headers in final results file
with open('mod_results.txt', 'w') as resultsfile:
resultsfile.write('Metastable and Resonant Density Model Results\n')
resultsfile.write('Datetime (Y-M-S) = ' + datestring + '\n')
resultsfile.write('Filename:' + filename + '\n')
resultsfile.write('Experiment Name: ' + param + '\n')
resultsfile.write('Gas Temperature (K) = ' + T_g_str + '\n')
resultsfile.write('Characteristic length (cm) = '+ p_str + '\n')
resultsfile.write('n1s4 ns15 Chi-Squared \n')
#test
#n1s4 =[1,2,3,4,5]
#n1s5 = [10,20,30,40,50]
for a, b in zip(n1s4,n1s5):
#-----------------------------------
#Experimental Results from J Boffard
#1mtorr
n_1s5 = b #metastable density (cm^-3)
n_1s4 = a #resonant density (cm^-3)
#-----------------------------------
#Relation between total m and r 1sx levels
n_1s3 = n_1s5/6.5
n_1s2 = n_1s4
#Setting model LR's
#print('The 696/727 model LR is:')
#print(LR_model(kij_696,kij_727,Aij_696,Aij_727,n_1s5,n_1s4,p))
LRm1=LR_model(kij_696,kij_727,Aij_696,Aij_727,n_1s5,n_1s4,p)
#print('The 738/706 model LR is:')
#print(LR_model(kij_738,kij_706,Aij_738,Aij_706,n_1s4,n_1s5,p))
LRm2=LR_model(kij_738,kij_706,Aij_738,Aij_706,n_1s4,n_1s5,p)
#print('The 794/714 model LR is:')
#print(LR_model(kij_794,kij_714,Aij_794,Aij_714,n_1s3,n_1s5,p))
LRm3=LR_model(kij_794,kij_714,Aij_794,Aij_714,n_1s3,n_1s5,p)
#Setting experimental LR's
#print('The 696/727 exp LR is:')
#print(LR_exp(I_696,I_727))
LRe1=LR_exp(I_696,I_727)
#print('The 738/706 exp LR is:')
#print(LR_exp(I_738,I_706))
LRe2=LR_exp(I_738,I_706)
#print('The 794/714 exp LR is:')
#print(LR_exp(I_794,I_714))
LRe3=LR_exp(I_794,I_714)
#Summing all the chi-squared terms for each LR
chi_sum=chi_squared(LRm1,LRe1)+chi_squared(LRm2,LRe2)+chi_squared(LRm3,LRe3)
#print('Chi squared for n_r= ',n_1s4, 'and n_m= ',n_1s5, 'is: ',chi_sum)
with open('mod_results.txt', 'a+') as mod_results:
#for i in range(len(n1s4)):
# mod_results.write("%d %d %d\n" % (n1s4[i],n1s5[i],chi_sum))
mod_results.write("%7.2e %7.2e %6.2f\n" % (a,b,chi_sum))
#printing results to screen
with open('mod_results.txt', 'a+') as mod_results:
d, e, f = np.loadtxt("mod_results.txt",unpack=True,usecols=(0, 1, 2),skiprows=7)
print_results(d,e,f) #calling function to print results
#plotting chi-sum as 3D plot
fig3d = plt.figure()
ax1 = plt.axes(projection="3d")
ax1.plot3D(d,e,f,'black')
plt.show()
# ax1.plot(Te, f, c='b', label='chi-squared')
# plt.legend(loc='upper right');
# #ax1.set_ylim([0,200])
# plt.show()
#renaming the file with the current date and time
os.rename("mod_results.txt", time.strftime("MetaResResults/n1sDEN_"+param+"_%Y%m%d%H%M.txt"))
#Calculating time program took to run
final_time = time.time() - start_time
print("This program took", "%5.3f" % final_time,"s to run")