finite difference methods implementation for 1D PDE

This project implements a solver for 1d elliptic partial difference equations, using Quadratic Element Difference Schemes.

This project implements a solver for 1d elliptic partial difference equations, using Quadratic Element Difference Schemes.
The pde considered here has the following form:
-(pu')'+qu=f, [a,b]
u(a)=c1, u'(b)=c2.
where p, q, f are given functions, c1 and c2 is some constants.
User can define their own functions p, q, f in corresponding files. Then the solver can estimate the function u.