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A numerical method with properties of consistency in the energy domain for a class of dissipative nonlinear wave equations with applications to a Dirichlet boundary-value problem - MaRDI portal

A numerical method with properties of consistency in the energy domain for a class of dissipative nonlinear wave equations with applications to a Dirichlet boundary-value problem (Q3531474)

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A numerical method with properties of consistency in the energy domain for a class of dissipative nonlinear wave equations with applications to a Dirichlet boundary-value problem
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    A numerical method with properties of consistency in the energy domain for a class of dissipative nonlinear wave equations with applications to a Dirichlet boundary-value problem (English)
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    31 October 2008
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    finite-difference scheme
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    consistency
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    linear stability
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    nonlinear wave equations
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    sine-Gordon equation
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    Klein-Gordon equation
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    nonlinear supratransmission
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    numerical examples
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