New coercive diffuse domain methods for Dirichlet conditions derived from mixed formulations and Nitsche's approach, with coercivity proofs and numerical tests showing improved accuracy on Navier-Stokes benchmarks.
Analysis of the diffuse domain approach for a bulk-surface coupled pde system
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A novel FFT-accelerated iterative method minimizes a relaxed Ginzburg-Landau energy on an extended domain to generate high-quality quadrilateral meshes with guaranteed convergence.
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Diffuse Domain Methods with Dirichlet Boundary Conditions
New coercive diffuse domain methods for Dirichlet conditions derived from mixed formulations and Nitsche's approach, with coercivity proofs and numerical tests showing improved accuracy on Navier-Stokes benchmarks.
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An efficient and stable diffusion generated method for quadrilateral mesh generation in general domains
A novel FFT-accelerated iterative method minimizes a relaxed Ginzburg-Landau energy on an extended domain to generate high-quality quadrilateral meshes with guaranteed convergence.