TY - GEN
T1 - Strong dynamic input-output decoupling: from linearity to nonlinearity
AU - Huijberts, H.J.C.
AU - Nijmeijer, H.
PY - 1993
Y1 - 1993
N2 - Studies the strong dynamic input-output decoupling problem (SDIODP) for nonlinear systems. It is shown that, given a generically satisfied assumption, the solvability of the SDIODP around an equilibrium point is equivalent to the solvability of the same problem for the linearization of the system around this equilibrium point. The authors introduce the Singh compensator, a dynamic state feedback of minimal order that solves the SDIODP. It is shown that, given the assumption mentioned above, the linearization of the Singh compensator around an equilibrium point is a Singh compensator for the linearization of the original nonlinear system around this equilibrium point
AB - Studies the strong dynamic input-output decoupling problem (SDIODP) for nonlinear systems. It is shown that, given a generically satisfied assumption, the solvability of the SDIODP around an equilibrium point is equivalent to the solvability of the same problem for the linearization of the system around this equilibrium point. The authors introduce the Singh compensator, a dynamic state feedback of minimal order that solves the SDIODP. It is shown that, given the assumption mentioned above, the linearization of the Singh compensator around an equilibrium point is a Singh compensator for the linearization of the original nonlinear system around this equilibrium point
M3 - Conference contribution
SN - 0-08-041901-1
T3 - IFAC proceedings series
SP - 173
EP - 178
BT - NOLCOS : nonlinear control systems design : 2nd IFAC symposium, Bordeaux, France, 24-26 June 1992 / Ed. Michel Fliess
PB - Pergamon
CY - Oxford, UK
ER -