Expand description
Eigenvalue problem solver for Sturm-Liouville problems
Solves standard eigenvalue problems of the form: X’’(x) + λX(x) = 0
With various boundary conditions:
- Dirichlet: X(a) = 0, X(b) = 0
- Neumann: X’(a) = 0, X’(b) = 0
- Mixed: Dirichlet on one end, Neumann on the other
- Robin: αX(a) + βX’(a) = 0
Returns both eigenvalues and corresponding eigenfunctions.
Structs§
- Eigenvalue
Solution - Result of solving an eigenvalue problem
Functions§
- solve_
sturm_ liouville - Solve Sturm-Liouville eigenvalue problem with boundary conditions