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In this paper the application of so called wedge functions is presented to solve two-dimensional simple geometries of magnetostatic and electrostatic problems, e.g. rectangles of varying aspect ratio and with different values of the magnetic permeability μ. Such problems require the use of surface charge density, or segment source, functions of the form ρs = σa-1, where the power parameters, a, have...
The multiple multipole method (MMP) has been used for the computation for electromagnetic field problems as an alternative to existing finite-element and related methods. In an earlier work by the authors, new line segment pole functions were introduced into the MMP method for solving electrostatic problems. In this work the MMP is further extended to solve Poisson's equations in a certain region...
The multiple multipole method (MMP) of computation for electromagnetic field problems that has been proposed as an alternative to existing finite-element and related methods is being extended in this work by the use of segment functions. In this method linear combinations of defining functions that satisfy themselves the pertaining partial differential equations, e.g. Laplace's equation, are employed...
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