“…The final governing equation describing fluid flow in porous media can be written as follows 39,51,52 where p, T, and ε V are the fluid pressure, fluid temperature, and pore volumetric strain in porous media, respectively; C 1m = m S l + (1 − m )S m represents the storage coefficient of porous media; C 2m = m m l + (1 − m ) m represents the thermal expansion coefficient of porous media; C 3m = m represents Biot's coefficient of porous media; m is the reservoir porosity; S l and S m represent the storage coefficients of the fluid and rock matrix, respectively; l and m represent the thermal expansion coefficients of the fluid and rock matrix, respectively; l and μ are the density and dynamic viscosity of the fluid, respectively; and k m is the pressure-dependent pore permeability. The final governing equation describing fluid flow in porous media can be written as follows 39,51,52 where p, T, and ε V are the fluid pressure, fluid temperature, and pore volumetric strain in porous media, respectively; C 1m = m S l + (1 − m )S m represents the storage coefficient of porous media; C 2m = m m l + (1 − m ) m represents the thermal expansion coefficient of porous media; C 3m = m represents Biot's coefficient of porous media; m is the reservoir porosity; S l and S m represent the storage coefficients of the fluid and rock matrix, respectively; l and m represent the thermal expansion coefficients of the fluid and rock matrix, respectively; l and μ are the density and dynamic viscosity of the fluid, respectively; and k m is the pressure-dependent pore permeability.…”