Free-running nonlinear servo systems: stability study
Non-linear systems - First harmonic method
Article REF: R7190 V1
Free-running nonlinear servo systems: stability study
Non-linear systems - First harmonic method

Authors : Daniel VIAULT, Patrick BOUCHER

Publication date: January 10, 1983 | Lire en français

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3. Free-running nonlinear servo systems: stability study

Consider the loop system shown in figure 21 , where N (X ) is the equivalent complex gain of a separable nonlinearity and L (p ) is the transfer function of a low-pass filter.

Let's study stability in free (or autonomous) operation, i.e. with zero input.

Let x be the non-linearity input.

The necessary condition for self-oscillation in this loop is cancellation of the denominator of the closed-loop transfer function.

The characteristic equation : 1+N(X) L()=0

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