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For questions regarding the choice and/or appropriateness of conditions necessary to model a particular phenomenon with a partial differential equations.
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Applying spectral method to a damped, driven 2D bending-mode wave equation on an irregular d...
For this particular finite-element approach, Dirichlet (zero) boundary conditions can be implemented by zeroing-out the Laplacian operator at boundaries; Neumann (zero derivative) boundary conditions …
1
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1
answer
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Applying spectral method to a damped, driven 2D bending-mode wave equation on an irregular d...
I'm trying to model some two-dimensional waves, and am unsure how to combine my boundary conditions with spectral methods. The PDE I'd like to explore resembles the equations for damped, driven bendin …