Abstract :
Based on the obvious complexity of present-day problems to be solved and the increasing availability of computers, the broadest possible base for establishing the differential equations of an electrical network is an urgent need. This paper presents, on a topology, Laplace transform base, the differential equations and their solutions for any network describable in terms of linear differential equations, with constant coefficients. These systems of equations by successive matrix partitioning and change of variable, lead to generalized. "mesh" and "node" systems of unrestricted character.
