Solvability of an unsaturated porous media flow problem with thermomechanical interaction
A PDE system consisting of the momentum balance, mass balance, and energy balance
equations for displacement, capillary pressure, and temperature as a model for unsaturated
fluid flow in a porous viscoelastoplastic solid is shown to admit a solution under appropriate
assumptions on the constitutive behavior. The problem involves two hysteresis operators
accounting for plastic and capillary hysteresis.
equations for displacement, capillary pressure, and temperature as a model for unsaturated
fluid flow in a porous viscoelastoplastic solid is shown to admit a solution under appropriate
assumptions on the constitutive behavior. The problem involves two hysteresis operators
accounting for plastic and capillary hysteresis.
Solvability of an unsaturated porous media flow problem with thermomechanical interaction
A PDE system consisting of the momentum balance, mass balance, and energy balance
equations for displacement, capillary pressure, and temperature as a model for unsaturated
fluid flow in a porous viscoelastoplastic solid is shown to admit a solution under appropriate
assumptions on the constitutive behavior. The problem involves two hysteresis operators
accounting for plastic and capillary hysteresis.
equations for displacement, capillary pressure, and temperature as a model for unsaturated
fluid flow in a porous viscoelastoplastic solid is shown to admit a solution under appropriate
assumptions on the constitutive behavior. The problem involves two hysteresis operators
accounting for plastic and capillary hysteresis.
以上显示的是最相近的搜索结果。 查看全部搜索结果