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Geneviève Barro Benjamin Mampassi Longin Some Jean Marie Ntaganda Ousséni So 《Central European Journal of Mathematics》2006,4(2):260-269
This paper aims at the development of numerical schemes for nonlinear reaction diffusion problems with a convection that blows
up in a finite time. A full discretization of this problem that preserves the blow — up property is presented as well as a
numerical simulation. Efficiency of the method is derived via a numerical comparison with a classical scheme based on the
Runge Kutta scheme. 相似文献
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