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Separation principle for nonlinear systems: a bilinear approach

100%

Hammami M. A., Jerbi H.

International Journal of Applied Mathematics and Computer Science

2001

tom 11

nr 2

481-492

In this paper we investigate the local stabilizability of single-input nonlinear affine systems by means of an estimated state feedback law given by a bilinear observer. The associated bilinear approximating system is assumed to be observable for any input and stabilizable by a homogeneous feedback law of degree zero. Furthermore, we discuss the case of planar systems which admit bad inputs (i.e. the ones that make bilinear systems unobservable). A separation principle for such systems is given.

Regional control problem for distributed bilinear systems: Approach and simulations

100%

Ztot K., Zerrik E. H., Bourray H.

International Journal of Applied Mathematics and Computer Science

2011

tom 21

nr 3

499-508

This paper investigates the regional control problem for infinite dimensional bilinear systems. We develop an approach that characterizes the optimal control and leads to a numerical algorithm. The obtained results are successfully illustrated by simulations.

Ograniczanie wyników

2 International Journal of Applied Mathematics and Computer Science

1 Bourray H.

1 Hammami M. A.

1 Jerbi H.

1 Zerrik E. H.

1 Ztot K.

1 2011

1 2001

Wyniki wyszukiwania

Separation principle for nonlinear systems: a bilinear approach

Regional control problem for distributed bilinear systems: Approach and simulations