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🔗 Source: emis.de
📊 Size: 244 KB
📄 Pages: 25 pages
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Summary

Existence of reaction-diffusion-convection waves in unbounded strips is proved for small Rayleigh numbers. In the bistable case, the wave is unique, and in the monostable case, they exist for all speeds greater than the minimal one. The proof uses the implicit function theorem, based on the Fredholm property, index, and solvability conditions for elliptic problems in unbounded domains.

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Description

Existence of reaction-diffusion-convection waves in unbounded strips is proved for small Rayleigh numbers.

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  • File Format: PDF
  • File Size: 244 KB
  • Pages: 25
  • Language: EN
  • Total Downloads: 161
  • Last Updated: 6 hours ago

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