COMPEL - The international journal for computation and mathematics in electrical and electronic engineering: Volume 7 Issue 4

A NONITERATIVE ALGORITHM FOR DECONVOLUTION‐INVERSE FILTERING USING THE CHEBYSHEV MINIMAX NORM FOR THE APPROXIMATION ERROR: Part I: Theory

Andrzej DYKA, Henryk UGOWSKI

A new computational noniterative algorithm which gives the solution to a linear deconvolution‐inverse filtering problem is proposed and its properties are studied. It is proved…

ON THE COMBINED USE OF THE POLAR AND RECTANGULAR COORDINATES APPROACH FOR TRANSMISSION LINE OVERLOAD ALLEVIATION

A.O. EKWUE

An alternative formulation of a linear method for transmission line overload alleviation is described based on the relationship between the line currents and voltage parameters…

AN EFFICIENT SEMI‐ANALYTICAL INTEGRATION PROCEDURE IN THREE DIMENSIONAL BOUNDARY INTEGRAL METHOD

Z. REN, F. BOUILLAULT, A. RAZEK, J.C. VERITE

A semi‐analytical integration technique to evaluate the singular integration in 3‐D boundary element method for electromagnetic field computation is reported. The technique has…

AN EFFICIENT ALGORITHM TO CALCULATE THE TEMPERATURE DISTRIBUTION AND THERMAL COUPLING ELEMENTS IN INTEGRATED CIRCUITS

Gerhard ROEDIG

An efficient method is shown to calculate the temperature distribution and the thermal coupling elements in integrated circuits. With that it is possible to treat circuits under…

A COMPARISON OF VARIOUS DISCRETIZATION SCHEMES FOR THE STATIONARY SEMICONDUCTOR DEVICE CONTINUITY EQUATION

H. SCHWARZENBACH, H. UNGRICHT

Using a simple test‐problem, we compare numerical results for the stationary semiconductor device continuity equation for electrons, obtained by the well known Box‐scheme, by…

A SPLITTING SCHEME FOR A DRIFT‐DIFFUSION MODEL OF SEMICONDUCTORS

Yu.A. BEREZIN, O.E. DMITRIEVA

In this paper, the authors describe a more efficient and economical method for a splitting scheme for drift‐diffusion models for semiconductors. It enables one to calculate…

BOOK REVIEW

O. Axelsson

The classical finite difference method suffers from some disadvantages, namely (i) rigidity of the networks, (ii) natural boundary conditions are explicitly approximated by…