You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
we discussed already about the extension of scipy's capabilities in solving differential algebraic equations in your (PR)(scipy/scipy#13068).
In the meantime I have investigated the capabilities of extending scipy's Radau and BDF methods for systems of the form M y' = f(t, y). This work's quiet nice if the systems are of index 1. Moreover, I'm interested in solving implicit differential equations (or differential algebraic equations) of the form F(t, y, y') = 0. Using this formulation saves some time in the linear algebra and is more flexible compared to usage of a mass matrix. Therefore, I've created a new repository called scipy_dae. I've added a new base class DAESolver and a solve_dae function. If you are interested in collaboration reach out. I think we have a lot of common interest.
Best regards
Jonas
The text was updated successfully, but these errors were encountered:
Dear Laurent,
we discussed already about the extension of scipy's capabilities in solving differential algebraic equations in your (PR)(scipy/scipy#13068).
In the meantime I have investigated the capabilities of extending scipy's
Radau
andBDF
methods for systems of the formM y' = f(t, y)
. This work's quiet nice if the systems are of index 1. Moreover, I'm interested in solving implicit differential equations (or differential algebraic equations) of the formF(t, y, y') = 0
. Using this formulation saves some time in the linear algebra and is more flexible compared to usage of a mass matrix. Therefore, I've created a new repository called scipy_dae. I've added a new base classDAESolver
and asolve_dae
function. If you are interested in collaboration reach out. I think we have a lot of common interest.Best regards
Jonas
The text was updated successfully, but these errors were encountered: