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Analysis of Multi-Loop Nonlinear Systems

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1 Author(s)

In many multi-loop nonlinear systems, it is possible to get from the original set of simultaneous differential equations a single differential equation of a higher order. The high order nonlinear differential equa- tion can be solved by an n -dimensional phase-space method, which is an extension of the phase-plane method. As an illustration, a three- loop system is analyzed. Numerical examples for a two-loop system with nonlinear elements either in one of the loops or in the coupling are also given. Two-dimensional trajectories are shown as projections of phase-space trajectories.

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Transactions of the IRE Professional Group on Circuit Theory  (Volume:CT-1 ,  Issue: 4 )