Dynamic Response and Stability of Mutually Synchronized Systems

One of the synchronized systems of large digital transmission networks is the mutually synchronized system called the equational timing system. This system is, however, complicated, and its dynamic responses are not obtained analytically for general configuration. This paper describes dynamic responses and stability conditions of mutually synchronized systems applying the equational timing system under less stringent restrictions compared with previous discussions. Similar results for the fundamental mutually synchronized system can be obtained easily.