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Modeling of thermo-solutal convection in porous media.

机译:多孔介质中热固对流的建模。

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Theories of thermal diffusion, or Ludwig-Soret effect, were studied in detail based on comparisons with available experimental data, and challenges in thermal diffusion modeling were clarified. The Firoozabadi model was chosen and used in numerical simulations of thermo-solutal convection in porous media in order to investigate the compositional variation due to processes of thermal diffusion, pressure diffusion, molecular diffusion and convection.; A thermal diffusion model can be fully established based on the conservation laws of transport theory and laws of non-equilibrium thermodynamics including a recent concept, the heat of transport. All thermal diffusion models can precisely be identified by their different definitions of the heat of transport. Existing models of Rutherford, Haase, Dougherty and Drickamer, Kempers, and Firoozabadi were studied for applications to water-alcohol mixtures, and their characteristics were investigated. The Firoozabadi model performed better than all other models. The energy of viscous flow used in the Firoozabadi model improved the modelling of Ludwig-Soret effect.; A numerical scheme was developed to apply the Firoozabadi model to simulate thermo-solutal convection in porous media. Methane and n-butane binary mixture was used to investigate physical details of the thermo-solutal convection in porous media. Numerical results for a two-dimensional cavity with lateral heating revealed three patterns of thermo-solutal convection based on the magnitude of the permeability of porous media, that is, Soret dominant, combined Soret/convection dominant, and convection dominant patterns in terms of compositional variations. This conclusion is strengthened in a porous cavity with heterogeneous permeability. In three dimensional simulations, different contributions from thermal diffusion, molecular diffusion, and pressure diffusion with lateral heating and combined heating conditions were investigated. All three spatial components of a diffusion flux were considered in order to properly evaluate their contributions. With given properties, certain criteria have been derived to determine which diffusion is dominant in the compositional variation process during thermo-solutal convection.
机译:在与现有实验数据进行比较的基础上,详细研究了热扩散理论或Ludwig-Soret效应,并阐明了热扩散建模中的挑战。为了研究由于热扩散,压力扩散,分子扩散和对流过程引起的成分变化,选择了Firoozabadi模型并将其用于多孔介质中热固溶对流的数值模拟。可以基于传输理论的守恒定律和非平衡热力学定律(包括最近的传输热)来完全建立热扩散模型。所有热扩散模型都可以通过它们对运输热的不同定义来精确识别。研究了Rutherford,Haase,Dougherty和Drickamer,Kempers和Firoozabadi的现有模型在水-醇混合物中的应用,并研究了它们的特性。 Firoozabadi模型的表现优于所有其他模型。 Firoozabadi模型中使用的粘性流能量改善了路德维希-索雷特效应的建模。开发了一种数值方案,以应用Firoozabadi模型模拟多孔介质中的热固对流。甲烷和正丁烷二元混合物用于研究多孔介质中热溶对流的物理细节。带有侧向加热的二维腔的数值结果显示了三种基于多孔介质渗透率大小的热固对流模式,即Soret主导,组合的Soret /对流主导和对流主导模式变化。在具有非均质渗透性的多孔腔中,这一结论得到了加强。在三维模拟中,研究了横向扩散和组合加热条件下热扩散,分子扩散和压力扩散的不同贡献。为了正确评估它们的贡献,考虑了扩散通量的所有三个空间分量。具有给定的属性,已得出某些标准来确定在热-对流过程中哪种扩散在成分变化过程中占主导地位。

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