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首页> 外文期刊>Journal of Computational Mathematics >ATTRACTORS FOR DISCRETIZATION OF GINZBURG-LANDAU-BBM EQUATIONS
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ATTRACTORS FOR DISCRETIZATION OF GINZBURG-LANDAU-BBM EQUATIONS

机译:GINZBURG-LANDAU-BBM方程离散的吸引子

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摘要

In this paper, Ginzburg-Landau coupled with BBM equation with periodic initial boundary value conditions are discreted by the finite difference method in spatial direction. Existence of the attractors for the spatially discreted Ginzburg-Landau-BBM equations is proved. For each mesh size, there exist attractors for the discretized system. Moreover, finite Hausdorff and fractal dimensions of the discrete attractors are obtained And the bounds are independent of the mesh sizes.
机译:本文采用有限差分法在空间方向上离散Ginzburg-Landau耦合具有初始初始边值条件的BBM方程。证明了空间离散的Ginzburg-Landau-BBM方程吸引子的存在性。对于每种网格尺寸,存在离散化系统的吸引子。此外,获得了离散吸引子的有限Hausdorff和分形维数,并且边界与网格大小无关。

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