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An iterative algorithm is described to compute SchwarzChristoffel transformations which map the upper half of a complex plane into the interior of a polygon in another complex plane. An efficient method of numerically integrating the SC integral over the singularities is presented. The algorithm...
An extension of the SchwarzChristoffel transformation is described to formally map polygons which contain curved boundaries. The curved boundaries are divided into small curved elements and each element is approximated by a second degree polynomial higher degree polynomials can also be used. The...
A hybrid formulation is proposed that incorporates finite element substructuring and Galerkin boundary elements in the numerical solution of Poisson's or Laplace's equation with open boundaries. Substructuring the problem can dramatically decreases the size of matrix to be solved. It is shown...
An efficient numerical method for the solution of hotcarrier transport equations describing transient processes in submicrometer semiconductor devices is proposed. The calculations of transient processes in submicrometer MOS transistor were carried out and compared with the results obtained by...
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