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Stability of Finite Difference Discretizations of Multi-Physics Interface Conditions
38990 3820 Pages:386-410 -
A Broad Class of Conservative Numerical Methods for Dispersive Wave Equations
48292 3371 Pages:979-1029 -
Stable Grid Refinement and Singular Source Discretization for Seismic Wave Simulations
40511 3985 Pages:1074-1110 -
Fluid Structure Interaction Problems: The Necessity of a Well Posed, Stable and Accurate Formulation
40916 4039 Pages:1111-1138 -
Stable and Efficient Modeling of Anelastic Attenuation in Seismic Wave Propagation
40780 4447 Pages:193-225 -
A Flexible Boundary Procedure for Hyperbolic Problems: Multiple Penalty Terms Applied in a Domain
42391 4027 Pages:541-570 -
Super-Grid Modeling of the Elastic Wave Equation in Semi-Bounded Domains
42487 4075 Pages:913-955 -
An Explicit Hermite-Taylor Method for the Schrödinger Equation
42145 3330 Pages:1207-1230 -
An Energy Stable BDF2 Fourier Pseudo-Spectral Numerical Scheme for the Square Phase Field Crystal Equation
50564 3535 Pages:1335-1364 -
Stable and Accurate Second-Order Formulation of the Shifted Wave Equation
42211 4311 Pages:103-137
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