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Investigation of the influence of heterogeneous porosity on matrix diffusion: a novel approach using adaptive tree-multigrid technique and real porosity data

机译:异质孔隙率对基质扩散的影响研究:一种使用自适应树 - 多重技术和真正孔隙率数据的新方法

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Last year we developed a two-dimensional determinstic heterogneeous matrix diffusion model., which is capable of utilising porosity information originating from real drill-core samples. The results of numerical infitration experiment we had performed with the model displayed substantial spatial variations in the penetration depth. Because it is preactically imporssible to verify experimentally those two-dimensional penetration profiles we had computed, this time we decided to try modelling of measured leaching curves. unfortunately we have not succeeded in acquiring such curves fro the exact same samples, which we have used in numerical leaching experiments. Nevertheless it can be seen, that the shape of leaching curves ocmputed with the heterogeneous model is clearly closer to the shape of measured curves, than the shape of curves provided by the stnadard model. These differneces can be utilised as a basis for an approximate numerical method of assessing the geometric factor, which has traditionally been a purely empirical parameter.
机译:去年,我们开发了一种二维确定性的异构矩阵扩散模型。,它能够利用源自真正的钻孔样本的孔隙率信息。我们用模型执行的数值浸润实验结果显示了穿透深度的显着空间变化。因为它在实验上验证我们已经计算过的那些二维渗透剖面,因此我们决定尝试使用测量的浸出曲线的建模。遗憾的是,我们没有成功地获得这种曲线来回采样的完全相同的样本,我们在数值浸出实验中使用。然而,可以看出,用异构模型输出的浸出曲线的形状显然更接近测量曲线的形状,而不是Stnadard模型提供的曲线的形状。这些差异可以作为评估几何因子的近似数值方法的基础,其传统上是纯度的经验参数。

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