anisotropic coarsening 1bifurcation theory 1boundary-driven dynamics 1conserved dynamics 1elliptic equations 1model b 1nonlocal operators 1phase separation 1spectral analysis 1torus geometry 1
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Global random walk for one-dimensional one-phase Stefan-type moving-boundary problems: Simulation results
Nicolae Suciu, Surendra Nepal, Yosief Wondmagegne +2
This work presents global random walk approximations of solutions to one-dimensional Stefan-type moving-boundary problems. We are particularly interested in the case when the movin…
math.NA2024
Precomputing approach for a two-scale phase transition model
Michael Eden, Tom Freudenberg, Adrian Muntean
In this study, we employ analytical and numerical techniques to examine a phase transition model with moving boundaries. The model displays two relevant spatial scales pointing out…