A Lyapunov-based design of dynamic feedback compensator for linear parabolic MIMO PDEs

Volume: 37, Issue: 2, Pages: 455 - 474
Published: Mar 19, 2019
Abstract
This paper discusses dynamic feedback compensator design for a linear parabolic partial differential equation (PDE) with multiple inputs and multiple outputs. Actuating control inputs are provided by actuators distributed over partial areas (or active at specified positions) of the spatial domain, and observation outputs are taken from the non-collocated sensors distributed over partial areas of the spatial domain. An observer-based dynamic...
Paper Details
Title
A Lyapunov-based design of dynamic feedback compensator for linear parabolic MIMO PDEs
Published Date
Mar 19, 2019
Volume
37
Issue
2
Pages
455 - 474
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