A state-dependent dissipation potential is used to add arbitrary elastic domains to variational phase-field fracture models while keeping degradation and strength criteria separate.
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A Strang splitting plus Fourier collocation scheme for the fifth-order KBF equation is shown to converge at second order in time and spectrally in space under suitable regularity assumptions.
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Endowing variational phase-field fracture models with custom strength criteria
A state-dependent dissipation potential is used to add arbitrary elastic domains to variational phase-field fracture models while keeping degradation and strength criteria separate.
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Fully discrete scheme for the fifth-order KdV-Burgers-Fisher equation using Strang splitting and Fourier collocation methods
A Strang splitting plus Fourier collocation scheme for the fifth-order KBF equation is shown to converge at second order in time and spectrally in space under suitable regularity assumptions.