To remove in the future –– scipy.integrate._ode
First-order ODE integrators.
User-friendly interface to various numerical integrators for solving a system of first order ODEs with prescribed initial conditions:
d y(t)[i] --------- = f(t,y(t))[i], d t y(t=0)[i] = y0[i],
where:
i = 0, ..., len(y0) - 1
A generic interface class to numeric integrators. It has the following methods:
integrator = ode(f, jac=None) integrator = integrator.set_integrator(name, **params) integrator = integrator.set_initial_value(y0, t0=0.0) integrator = integrator.set_f_params(*args) integrator = integrator.set_jac_params(*args) y1 = integrator.integrate(t1, step=False, relax=False) flag = integrator.successful()
This class has the same generic interface as ode, except it can handle complex f, y and Jacobians by transparently translating them into the equivalent real-valued system. It supports the real-valued solvers (i.e., not zvode) and is an alternative to ode with the zvode solver, sometimes performing better.
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