gotranx
is the next generation General ODE translator. The general idea is that you write your ODE in a high level markup language and use gotranx
to generate code for solving the ODE in different programming languages. gotranx
uses sympy
to create a symbolic representation of the ODE which is used to generate the jacobian and numerical schemes.
- Source code: https://github.com/finsberg/gotranx
- Documentation: https://finsberg.github.io/gotranx/
Install with pip
python3 -m pip install gotranx
or for the development version
python3 -m pip install git+https://github.com/finsberg/gotranx
Define your ODE in a .ode
file, e.g file.ode
with the content
states(x=1, y=0)
parameters(a=1.0)
dx_dt = a * y
dy_dt = -x
which defines the ODE system
with the initial conditions
gotranx ode2py file.ode --scheme explicit_euler -o file.py
which will create a file file.py
containing functions for solving the ODE. Now you can solve the ode using the following code snippet
import file as model
import numpy as np
import matplotlib.pyplot as plt
s = model.init_state_values()
p = model.init_parameter_values()
dt = 1e-4 # 0.1 ms
T = 2 * np.pi
t = np.arange(0, T, dt)
x_index = model.state_index("x")
x = [s[x_index]]
y_index = model.state_index("y")
y = [s[y_index]]
for ti in t[1:]:
s = model.explicit_euler(s, ti, dt, p)
x.append(s[x_index])
y.append(s[y_index])
plt.plot(t, x, label="x")
plt.plot(t, y, label="y")
plt.legend()
plt.show()
Alternatively, you can use a third-party ODE solver, e.g scipy.integrate.solve_ivp
to solve the ODE by passing in the right-hand side function
import file as model
from scipy.integrate import solve_ivp
import numpy as np
import matplotlib.pyplot as plt
s = model.init_state_values()
p = model.init_parameter_values()
dt = 1e-4 # 0.1 ms
T = 2 * np.pi
t = np.arange(0, T, dt)
res = solve_ivp(
model.rhs,
(0, T),
s,
method="RK45",
t_eval=t,
args=(p,),
)
plt.plot(res.t, res.y.T)
plt.legend()
plt.show()
Note that this is a rather artificial example, so check out the demos in the documentation for more elaborate examples.
Why should I use gotranx
?
The main reasons to use gotranx
are
- You want to solve your model using different programming languages (e.g python and C)
- You want to create a custom numerical scheme that can utilize the symbolic representation of the ODE
- You would like to share your model in a high level representation (i.e a markup language)
How does it differ from scipy.integrate.solve_ivp
?
scipy.integrate.solve_ivp
is an ODE solver which takes as input a function defining the right-hand. gotranx
takes a high level representation of the ODE and can generate code for the right hand side. In other words, you can use scipy.integrate.solve_ivp
to solve the ODE and use gotranx
to generate the right hand side.
Automated tests can be found in the test
folder. To the run the tests please install the test dependencies
python3 -m pip install "gotranx[test]"
or if you have cloned the repo locally you can do
python3 -m pip install ".[test]"
To run the tests you should execute the following command
python3 -m pytest
Also note that the tests are run on every push and pull request to main
using GitHub actions.
We use pre-commit
to run the a set of linters and formatters in order to ensure consistent code style. Developers should install the pre-commit hooks by first installing pre-commit
python3 -m pip install pre-commit
and then install the pre-commit hooks
pre-commit install
To run the hooks on all the files you can do
pre-commit run --all
For further instructions see the contributing guide.
Note also the we run all hooks as a part of our continuous integration, and we are also using pre-commit.ci to update branches automatically that can fix issues automatically.
We have defined a set of benchmarks that run on every push to the main
branch using codspeed. To monitor the performance over time you can check out the performance report.
To run the benchmarks locally you can install the pytest-codspeed
plugin
python3 -m pip install pytest-codspeed
and run
python3 -m pytest tests/ --codspeed
You can find more info at https://docs.codspeed.io/benchmarks/python
MIT
Contributions are very welcomed, but please read the contributing guide first