Using the results of Problem 2.29, apply the Galerkin method to the integral equivalent of the Poisson equation with zero potential on the boundary, for the lattice of Problem 1.24, with its three independent lattice sites. Show that you get three coupled equations for the ϕi j values (ψ1, ψ2, ψ3) and solve to find the "Galerkin" approximations for the potential at these sites. Compare with the exact values and the results of the various iterations of Problem 1.24 c, Comment. [ψ=4 πϵ0  d] | Nume

Using Galerkin finite element method, solve the following problem with quadratic piecewise polynomial for two elements of equal length

Use the Galerkin method to derive a four-node local finite elem... | Filo

FEM With MATLAB: Galerkin's Method example & implementation in MATLAB Live Script