In this work we describe a methodology for solving the basic set of state stationary semiconductor device equations. We present a new iterative method for the solution using finite elements of the non linear Poisson equation and use a Conjugate Gradient type method for solving the non symmetric continuity equations. The parallelization of this approach and its projection onto a multiprocessor system with a hypercube topology are carried out. We study the distribution of an irregular mesh of triangular elements over a hypercube and the later parallelization of the resolution method.
['Tomás F. Pena', 'Emilio L. Zapata', 'D. J. Evans']
Finite element simulation of semiconductor devices on multiprocessor computers