COMPEL - The international journal for computation and mathematics in electrical and electronic engineering: Volume 11 Issue 2
Table of contents
NUMERICAL COMPUTATION OF THE SCHWARZ‐CHRISTOFFEL TRANSFORMATION PARAMETERS FOR CONFORMAL MAPPING OF ARBITRARILY SHAPED POLYGONS WITH FINITE VERTICES
Maqsood A. CHAUDHRY, Roland SCHINZINGERAn iterative algorithm is described to compute Schwarz‐Christoffel transformations which map the upper half of a complex plane into the interior of a polygon in another complex…
AN EXTENDED SCHWARZ‐CHRISTOFFEL TRANSFORMATION FOR NUMERICAL MAPPING OF POLYGONS WITH CURVED SEGMENTS
Maqsood A. CHAUDHRYAn extension of the Schwarz‐Christoffel transformation is described to formally map polygons which contain curved boundaries. The curved boundaries are divided into small ‘curved…
NUMERICAL ANALYSIS OF OPEN BOUNDARY PROBLEMS USING FINITE ELEMENT SUBSTRUCTURING AND GALERKIN BOUNDARY ELEMENTS
D. BEATOVIC, P.L. LEVIN, H. GAN, J.M. KOKERNAK, A.J. HANSENA 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…
TRANSIENT SEMICONDUCTOR DEVICE SIMULATION INCLUDING ENERGY BALANCE EQUATION
E.D. LYUMKIS, B.S. POLSKY, A.I. SHUR, P. VISOCKYAn efficient numerical method for the solution of hot‐carrier transport equations describing transient processes in submicrometer semiconductor devices is proposed. The…
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ISSN:
0332-1649Online date, start – end:
1982Copyright Holder:
Emerald Publishing LimitedOpen Access:
hybridEditor:
- Prof Jan Sykulski