Wei-Jiu Liu & Graham H. Williams
The problem of partial exact controllability for linear thermo-viscoelasticity is considered. Using classical multiplier techniques, a boundary observability inequality is established under smallness restrictions on coupling parameters and relaxation functions. Then, via the Hilbert Uniqueness method, the result of partial exact controllability is obtained with Dirichlet boundary controls acting on a part of the boundary of a domain.
Submitted January 27, 1998. Published June 20, 1998.
Math Subject Classification: 93B05, 35B37, 73F15.
Key Words: Controllability, thermo-viscoelasticity, Hilbert Uniqueness method.
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|Wei-Jiu Liu |
Department of Applied Mechanics and Engineering Sciences
University of California San Diego
9500 Gilman Drive, La Jolla, CA 92093-0411. USA
|Graham H. Williams |
School of Mathematics and Applied Statistics
University of Wollongong
Northfields Avenue, Wollongong
NSW 2522, Australia
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