Index analysis of differential-alebraic circuit models - Encinas, Alfonso
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In the last decades, there has been an increasing interest on semistate models based on differential- algebraic equations (DAEs) for the analysis and simulation of non-linear electrical circuits. In the DAE context, the index of a semistate model becomes a standard measure for the analytical and numerical difficulties faced in simulations. This book presents a tree-based index calculation that extends previous results for passive circuits, making it possible to characterize the index of uncoupled circuits including both passive an active devices. Our results focus mainly on the augmented nodal…mehr

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Produktbeschreibung
In the last decades, there has been an increasing interest on semistate models based on differential- algebraic equations (DAEs) for the analysis and simulation of non-linear electrical circuits. In the DAE context, the index of a semistate model becomes a standard measure for the analytical and numerical difficulties faced in simulations. This book presents a tree-based index calculation that extends previous results for passive circuits, making it possible to characterize the index of uncoupled circuits including both passive an active devices. Our results focus mainly on the augmented nodal analysis (ANA) and the modified nodal analysis (MNA) formulations.
Autorenporträt
Alfonso Encinas holds a Ph.D. in Electrical Engineering from the E.T.S. Ingenieros de Telecomunicación (UPM). During the last years he has done research in non-linear circuit theory, having authored a number of papers on semistate models and discrete mathematics.