TY  - JOUR
SN  - 0018-9286
N2  - We consider the problem of designing an integral sliding mode controller to reduce the disturbance terms that act on nonlinear systems with state-dependent drift and input matrix. The general case of both, matched and unmatched disturbances affecting the system is addressed. It is proved that the definition of a suitable sliding manifold and the generation of sliding modes upon it guarantees the minimization of the effect of the disturbance terms, which takes place when the matched disturbances are completely rejected and the unmatched ones are not amplified. A simulation of the proposed technique, applied to a dynamically feedback linearized unicycle, illustrates its effectiveness, even in presence of nonholonomic constraints.
EP  - 2704
ID  - eprints1206
PB  - IEEE 
JF  - IEEE Transactions on Automatic Control
IS  - 11
AV  - none
SP  - 2699 
TI  - Integral sliding mode control for nonlinear systems with matched and unmatched perturbations
VL  - 56
Y1  - 2011/11//
UR  - http://ieeexplore.ieee.org/stamp/stamp.jsp?tp=&arnumber=5873128&isnumber=6062566
A1  - Rubagotti, Matteo
A1  - Estrada, Antonio
A1  - Castanos, Fernando
A1  - Ferrara, Antonella
A1  - Fridman, Leonid
KW  - disturbance term reduction; dynamically feedback linearized unicycle; input matrix; integral sliding mode control; matched perturbations; nonholonomic constraints; nonlinear systems; state-dependent drift; unmatched perturbations;control system synthesis;feedback;linear systems;matrix algebra;nonlinear control systems;variable structure systems;
ER  -