Mathematical Model of Coupled Fluid Flow and Deformation in Fluid-saturated Porous Media with Applications to 2D Flow in Confined Aquifer
Based on the mathematical models of coupled fluid flow and deformation in Fluid-saturated porous media proposed by the author, the governing equations for 2D flow in confined aquifer are obtained, then compared with the traditional equation. Combining the aforementioned equations and definite conditions, the self-contained mathematical models and definite problem for 2D flow and deformation coupling in confined aquifer are constructed. And a numerical case is studied, and the distribution of the pore pressure is given. It indicates the coupled model can more accurately characterize the physical essence of flow process in confined aquifer than the uncoupled one. As the pore pressure decreases, the dissipation of pore pressure becomes rapider and rapider. The coupling effect inside the aquifer is strong, while it is much weaker near the boundary due to the constraint of boundary conditions. It is very helpful for us to further understand the mechanism of production induced land (surface) subsidence and better serve the related engineering practice.
流动变形耦合 流体饱和 多孔隙介质 数学模型 油气藏地质
Peichao Li Xiangyan Kong
Shanghai Institute of Applied Mathematics and Mechanics,Shanghai University University of Science and Technology of China
国内会议
2007年油气藏地质及开发工程国家重点实验室第四次国际学术会议
成都
英文
571-575
2007-10-20（万方平台首次上网日期，不代表论文的发表时间）