indirect boundary element method

Solving 3d problems of potential theory in piecewise homogeneous media by using indirect boundary and near-boundary element methods

Effective numerical-analytical approaches for solving the direct problem of electrical prospecting for the media with inclusions of arbitrary shape and constant electrical characteristics are suggested. They are based on the combination of a fundamental solution of Laplase’s equation and principal ideas of the method of boundary integral equations and that of collocation.

Mathematical modelling of established oscillations of electromagnetic field in a piecewise-homogeneous half-space with indirect boundary element method

The numerical-analytic technique for finding electric and magnetic components of electromagnetic field (EMF) in a piecewise homogeneous conductive half-space is suggested. EMF is inducted by a horizontal contour with current harmonically changing in time. The problem of Maxwell is formulated and solved by means of the boundary element method.