The Straightforward Expansion of Helmholtz-Thévenin Theorem to Multi-Terminal Networks
Masahiko Hosoya, 将彦 細谷 · Institutional Repositories DataBase (IRDB) · 2001
The most convenient expansion of Helmholtz-Thévenin theorem is given to n-terminal networks. The new theorem provides a unique equivalent circuit to any n-terminal network whether its inner structure is known or not. The equivalent circuit consists of n(n-l)/2 impedances and (n-1) voltage sources, the values of which can be easily given by the open-circuit voltages and the short-circuit currents.