Analysis of Commutated Networks Employing Feedback Circuits

A method of analysis has been developed for feedback systems employing commutated networks in the forward loop and linear transfer functions in the feedback loop. The method handles single-phase and polyphase commutated networks as well as coupled and uncoupled networks. Although commutated networks are linear from the superposition theory viewpoint, linear feedback theory is shown to be not applicable because of the harmonics present in the feedback loop. Techniques for simplifying the analysis of commutated networks by the use of equivalent block diagrams provide additional insights into commutated network operation.