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Movimento de interface para duas equações de reação-difusão

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Date
2007-02-26
Author
Biesdorf, João
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Abstract
In this work, following [15], we will use the technique of matched asymptotic expansions to study the movement of interface for the solutions of an advection-reaction- difuusion equations and the equation of reaction-difusion with spatially of inhomogeneous reaction term. We will get that the equations of such movements are equal. Also we will study a system of equations without the drift term and will compare the movement of its interfaces with the equation of the model of chemotaxis considered by Mimura and TsujiKawa [13] and [14]. Keywords: Asymptotic expansions, mean curvature motion.
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https://repositorio.ufscar.br/handle/ufscar/5846
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UFSCar
Universidade Federal de São Carlos - UFSCar
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UFSCar
Universidade Federal de São Carlos - UFSCar
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