Analytical Solution to Partial Differential Equations Derived from Thermo-Hydro-Mechanical Analysis, M.Sc. Thesis Sharif University of Technology ; Pak, Ali (Supervisor)
Abstract
In this research an analytical and semi analytical solution to the differential eqautions derived from coupled analysis of heat transfer, moisture transfer and solid deformation in porous materials is presented. In first section, differential equations derived from Hydro-mechanical analysis of an unsaturated soil layer with limited thickness was considered and it is assumed that pore air pressure is equal to atmospheric pressure. To solve the system of equations laplace transform is used.In second section, the effect of daily changes in temperature on transient heat and moisture transfer in semi infinite layer is studied in three dimension. Energy conservation equation and pore liquid mass...
Cataloging briefAnalytical Solution to Partial Differential Equations Derived from Thermo-Hydro-Mechanical Analysis, M.Sc. Thesis Sharif University of Technology ; Pak, Ali (Supervisor)
Abstract
In this research an analytical and semi analytical solution to the differential eqautions derived from coupled analysis of heat transfer, moisture transfer and solid deformation in porous materials is presented. In first section, differential equations derived from Hydro-mechanical analysis of an unsaturated soil layer with limited thickness was considered and it is assumed that pore air pressure is equal to atmospheric pressure. To solve the system of equations laplace transform is used.In second section, the effect of daily changes in temperature on transient heat and moisture transfer in semi infinite layer is studied in three dimension. Energy conservation equation and pore liquid mass...
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