IDENTIFICATION PROBLEM FOR DAMPING PARAMETERS IN LINEAR DAMPED SECOND ORDER SYSTEMS

  • Park, Jong-Yeoul (Department of Mathematics Pusan National University) ;
  • Ha, Jun-Hong (Department of Mathematics Pusan National University ) ;
  • Han, Hyo-Keun (Department of Mathematics Pusan National University )
  • Published : 1997.11.01

Abstract

We state the necessary conditions on optimizing the parameters which the damping differential operators contain in abstract linear damped second order evolution equation on the Gelfand five fold.

Keywords

References

  1. Pitman Research Notes in Mathematics Series v.184 Optimization and identification of systems governed by evolution equations on Banach space N. U. Ahmed
  2. J. Optim. Theory and Appl. v.38 Necessary conditions of optimality for a class of second-order hyperbolic systems with spatially dependent controls in the coefficients N. U. Ahmed
  3. Center for Research in Scientific Computation WellPosedness for damped second order systems with unbounded input oprators H. T. Banks;K. Ito;Y. Wang
  4. Estimations Techniques for distributed parameter systems H. T. Banks;K. Kunisch
  5. Evolution Problems v.5 Mathematical Analysis and Numerical Methods for Science and Technology R. Dautray;J. L. Linos
  6. Doctoral Thesis Optimal control problems for hyperbolic distributed parameter systems with damping terms Junhong Ha