Analysis and control of parabolic PDE systems with input constraints

  title={Analysis and control of parabolic PDE systems with input constraints},
  author={Nael H. El-Farra and Antonios Armaou and Panagiotis D. Christofides},
This paper develops a general framework for the analysis and control of parabolic partial di3erential equations (PDE) systems with input constraints. Initially, Galerkin’s method is used for the derivation of ordinary di3erential equation (ODE) system that capture the dominant dynamics of the PDE system. This ODE systems are then used as the basis for the synthesis, via Lyapunov techniques, of stabilizing bounded nonlinear state and output feedback control laws that provide an explicit… CONTINUE READING
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El-Farra was born in Kuwait City, Kuwait in 1972. He received the B.S. degree in Chemical Engineering, with highest honors, from the University of California

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