In this paper, the servomechanism synthesis for nonlinear multivariable systems is considered.
“Servomechanism performance”, here we mean, is to track any step reference signals with zero steady state error while the system is subject to any step external disturbances.
While nonlinear characteristics can be seen in various manners, we concentrate on certain classes of nonlinear systems than to attack the general cases. Following nonlinear systems are treated; systems with input-channel non-linearity, systems with output-channel non-linearity, and each nonlinear characteristic is assumed to be sector-type.
Firstly we present feedback laws that insure the stability of compensated nonlinear systems.
Next, based on these results, derive necessary conditions that the nonlinear systems to be controlled must satisfy to be able to get the desired “servomechanism performance”. Furthermore, the existence condition of an unique equilibrium point are also investigated.
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