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Numerical verification method of solutions for elliptic equations and its application to the Rayleigh-Bénard problem

机译:椭圆方程解的数值验证方法及其在Rayleigh-Bénard问题中的应用

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摘要

We first summarize the general concept of our verification method of solutions for elliptic equations. Next, as an application of our method, a survey and future works on the numerical verification method of solutions for heat convection problems known as Rayleigh-Bénard problem are described. We will give a method to verify the existence of bifurcating solutions of the two-dimensional problem and the bifurcation point itself. Finally, an extension to the three-dimensional case and future works will be described.
机译:我们首先总结一下椭圆方程解验证方法的一般概念。接下来,作为我们方法的应用,描述了对流对流问题的数值验证方法(称为Rayleigh-Bénard问题)的调查和未来工作。我们将提供一种方法来验证二维问题的分支解和分支点本身的存在。最后,将描述对三维案例的扩展和未来的工作。

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