Shooting methods for numerical solutions of exact controllability problems constrained by linear and semilinear wave equations with local distributed controls (Q2496351)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Shooting methods for numerical solutions of exact controllability problems constrained by linear and semilinear wave equations with local distributed controls |
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Shooting methods for numerical solutions of exact controllability problems constrained by linear and semilinear wave equations with local distributed controls (English)
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12 July 2006
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The paper presents new computational algorithms for optimal control and controllability problems associated with the linear and semilinear wave equations. The proposed algorithms are based on shooting methods for two-point boundary value problems for ordinary differential equations, and are well suited for implementation on a parallel computing platform.
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controllability
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finite difference method
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local distributed control
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optimal control
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parallel computation
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shooting method
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wave equation
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