Řešení optimalizačních úloh pomocí metody hraničních prvků
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Authors
Skopal, Robert
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Vysoká škola báňská - Technická univerzita Ostrava
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Abstract
In this work the Dirichlet boundary optimal control problem without constrain’s in 2D is presented. The problem is based on finding the minimum of the cost functional. This problem is lately reformulated as variational equation on domain boundary using the boundary integral operator’s for Poisson and bi-Laplace equation.
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Import 05/08/2014
Subject(s)
Optimal control problem, Dirichlet boundary value problem, boundary element
method, variational equality, Poisson equation, bi-Laplace equation