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DRM-MD approach for the numerical solution of gas flow in porous media, with application to landfill

机译:DRM-MD方法用于多孔介质中气体流动的数值求解,并应用于垃圾填埋场

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摘要

In the present work two different Dual Reciprocity Method (DR) formulations were developed, for convection-diffusion flow of a mixture of gases in a multi-layer porous media, with an application to landfills. The first method treated the whole problem domain as a single one, while the second formulation, the Dual Reciprocity Method Multi-Domain decomposition (DRM-MD), divides the initial domain into a large number of subdomains. The main advantage of the single domain formulation, in relation to domain methods, is that only surface elements are necessary, so the input data is educed. A drawback of this approach is that it result sin a fully populated matrix system, limiting it to small or medium size problems. On the other hand, the DRM-MD formulation extends the range of applications of the technique to large problems, since the final matrix of the system is sparse (band diagonal) and the matrix coefficients of geometrically similar subregions are calculated only once.
机译:在本工作中,开发了两种不同的双重互易方法(DR)配方,用于多层混合介质中气体混合物的对流扩散扩散,并应用于垃圾填埋场。第一种方法将整个问题域视为一个问题域,而第二种方法称为对等方法多域分解(DRM-MD),将初始域划分为大量子域。与域方法相比,单域公式的主要优点是仅需要表面元素,因此可以得出输入数据。这种方法的缺点是,它将导致一个完全填充的矩阵系统,从而将其限制在中小型问题上。另一方面,由于系统的最终矩阵是稀疏的(带对角线)并且几何相似子区域的矩阵系数仅计算一次,因此DRM-MD公式将技术的应用范围扩展到了大问题。

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