OPTIMIZATION OF MATRICES GENERATED BY TRIANGULATIONS AT NUMERICAL CALCULATION OF THE ELECTROMAGNETIC FIELD
Keywords:
finite element method, Dirichlet problem, electromagnetic field, Delaunay triangulationAbstract
The process of numerical solution of boundary value problems of mathematical physics by the finite element method, and the resulting systems of equations depending on the mesh of triangles is studied. It is shown how the rate of convergence of the iterative process can be accelerated. The proposed methods are tested on a numerical example of solving the electromagnetic field problem.