Sentence examples for minimum phase with from inspiring English sources

This paper addresses the problem of designing an output error feedback tracking control for single-input, single-output uncertain linear systems when the reference output signal is smooth and periodic with known period T. The considered systems are required to be observable, minimum phase, with known relative degree and known high frequency gain sign.

denote the spectral factorization of S h z), where M z) is monic (i.e. μ[ 0]=1) and minimum phase with μ[ n] being its time domain representation.

This control problem is theoretically challenging since the average model of the converter is a bilinear second order system that, due to the presence of the constant power load, is non-minimum phase with respect to both states.

Because of the variability of the vehicle characteristics with flight conditions, significant uncertainties affect the vehicle models, which in turn are known to be unstable and non-minimum phase with respect to the regulated output.

The dynamics which describe a missile are known to be non-minimum phase with respec t to direc t control and consequently become a barrier for using straightforward feedback linearization.

Proposed structure can represent all of controllers for the unstable minimum phase systems with time delay.

The purpose of the present paper is to give a new control structure of the modified Smith predictor control system for unstable minimum phase systems with time delay.

In this function, in addition to improving the stability of the system by displacing the critical modes, the stabilizer is designed in the minimum-phase with a less control gain.

This work concerns robust controller synthesis using the differential geometric concepts for minimum phase nonlinear systems with unmeasurable disturbances.

This paper presents a new nonlinear robust disturbance observer by using only the input output information for minimum phase dynamical systems with arbitrarily relative degrees.

The algorithm follows a systematic procedure for the design of dynamical adaptive SMC laws for the output of observable minimum phase nonlinear systems with matched and unmatched uncertainty.