Relaxation approximations to front propagation
Publication Date
1997
Journal or Book Title
JOURNAL OF DIFFERENTIAL EQUATIONS
Abstract
We introduce a relaxation model for front propagation problems. Our proposed relaxation approximation is a semilinear hyperbolic system without singularities. It yields a direction-depedent normal velocity at the leading term and captures, in the Chapman–Enskog expansion, the higher order curvature dependent corrections, including possible anisotropies.
Pages
380-387
Volume
138
Issue
2
Recommended Citation
Jin, S and Katsoulakis, MA, "Relaxation approximations to front propagation" (1997). JOURNAL OF DIFFERENTIAL EQUATIONS. 475.
Retrieved from https://scholarworks.umass.edu/math_faculty_pubs/475
Comments
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