中文摘要：

把积分方程格子 Boltzmann 方法(HHIE-LBM ) ，孔和渗透进化和评估在各向异性的浸透的孔 multiscale-multiphase-multicomponent (ASP-MS-MP-MC ) 处理的 hypersingular 基于混血儿在极端高温度和压力条件下面的结构在平行中央处理器和 GPU 平台上被分析。首先，在多空间的规模(2 m， 5 m 和 10 m ) 的虚拟物理模型被计算机化的 microtomography 技术和数据重构。第二，在极端高温度和压力下面在核心水平和毛孔水平使用 HHIE-LBM 方法，各向异性的孔和渗透张肌调节被计算。第三，孔和渗透的进化和评估过程作为多时间的空间规模的功能被调查。最后，在孔和渗透和 ASP-MS-MP-MC 结构(micro-meso-macro-scale ) 之间的关系被探索。

英文摘要：

Based on the hybrid hypersingular integral equation-lattice Boltzmann methods （HHIE-LBM）, the porosity and permeability evolution and evaluation process in anisotropic saturated porosity multiscale-multiphase-multicomponent （ASP-MS-MP-MC） structures under ultra high temperature and pressure conditions was analyzed on parallel CPU and GPU platforms. First, virtual physi- cal models at multi-spatial scales （2 μm, 5 μm and 10 μm） were restructured by computerized microtomography technology and data. Second, using HHIE-LBM methods, the anisotropic porosity and permeability tensor at core level and pore level under ultra high temperature and pressure conditions were calculated. Third, the evolution and evaluation process of the porosity and permeability as a function of multi temporal spatial scales was investigated. Finally, the relationship between porosity and permeability and ASP-MS-MP-MC structures （micro-meso-macro-scale） was explored.