Title :
Topological restrictions on sources for solvability of lumped networks
Author_Institution :
Purdue University, School of Electrical Engineering, Lafayette, USA
Abstract :
Known topological constraints on sources in linear networks for unique solvability are examined when nonlinear elements are included. It is shown that the first half of Purslow´s theorem l is no longer true, whereas the second half can be established very simply with basic network concepts.
Keywords :
linear network analysis; lumped parameter networks; network topology; Purslow theorem; linear network analysis; lumped network; topological constraints;
Journal_Title :
Electronics Letters
DOI :
10.1049/el:19710247
