The dynamic response of porous elastic medium due to a harmonic load
is investigated theoretically by developing the coupling thermo-hydro-mechanical governing equations. The material of foundation
obeying Biot’s dynamic poroelastic theory
is idealized as a uniform
fully saturated poroelastic half-space stratum. The analytical solutions of stress
displacement and pore pressure are derived using the Fourier transform and Fourier inverse transform. Numerical results are obtained and used to analyze the distribution of temperature increment
stress
displacement and pore pressure under the condition of thermo-hydro-mechanical coupling. Furthermore
the influence of heat source acted on the surface of foundation on dynamic response is discussed. The stress
displacement and pore pressure is slightly decreased with the increase of temperature increment .