A numerical method for tracking curve networks moving with curvature motion (Q1902645)
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scientific article; zbMATH DE number 819431
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A numerical method for tracking curve networks moving with curvature motion |
scientific article; zbMATH DE number 819431 |
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A numerical method for tracking curve networks moving with curvature motion (English)
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9 June 1996
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The authors present numerical simulations for the motion of phase boundaries in two-dimensional physical systems with several phases, such as grain growth in crystalline structures, lamellar eutectic growth and volume preserving mean curvature flow for binary mixtures. A finite difference method is proposed to track curves whose normal velocity is given by their curvature and which meet at different types of junctions. A linear stability analysis is presented for the scheme.
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motion of phase boundaries
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grain growth in crystalline structures
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lamellar eutectic growth
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volume preserving mean curvature flow
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finite difference method
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linear stability
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