Diakoptic Method as a Generalized Form of the Thevenin's Theorem

Abstract

This paper deals with the composition of a circuit matrix using the diakoptic method. The diakoptic method is a generalization of Thevenin's theorem. The diakoptic method allows solving complex electrical and electronic circuits. This method divides a complex electrical circuit into simpler circuits. The description of each of these circuits executes by the same or different method. For example, we can describe the first part of a circuit (with current sources) by the node voltage method. After then, we describe the second part of a circuit (with switched capacitors) by the nodal charge equations method, etc.