A necessary and sufficient condition for high-frequency robustness of non-strictly-proper feedback systems ; Date. 2001 ; Author. Cobb, J. Daniel ; Publisher.

The author considers stability and robustness of feedback systems, where plant and compensator need not be strictly proper. In his earlier paper (2001) he ...

We consider stability and robustness of feedback sys- tems, where plant and compensator need not be strictly proper. In an earlier paper [1] we described a ...

Cobb, D. (2001). A necessary and sufficient condition for high-frequency robustness of non-strictly-proper feedback systems. In 40th IEEE Conference on Decision ...

... necessary condition under which the closed-loop system is stable. ... A necessary and sufficient condition for high-frequency robustness of non-strictly-proper ...

A necessary and sufficient condition for high-frequency robustness of non-strictly-proper feedback systems. CDC 2001: 3687-3691. [+][–]. Coauthor network.

Robust stability involves the ability of a feedback system to remain stable despite uncertainties in the plant response.

The bounded-real lemma states that a necessary and sufficient condition for. J(w) < 0 for all nonzero w(t) is the existence of a solution P(t) = P(t)T ≥ 0 ...

“Necessary and sufficient condition for robust stability of linear distributed feedback systems,” Int. J. Control, vol. 35, pp. 255-267. Desoer, C.A. and ...

2.3 Classical Robustness Indicators. We now make a first step towards considering robustness of feedback systems. Suppose that (1 + L)−1 is stable. If the ...