STATIONARY DISCONTINUITY AND FLUTTER INSTABILITY OF WAVE PROPAGATION IN
ELASTO-PLASTIC SATURATED POROUS MEDIA
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摘要:
In the present work a model based on the Biot theory for simulating coupled hydrodynamic behavior in
saturated porous media is utilized with integration of the inertial coupling effect between the solid-fluid phases of the media into
the model. The non-associated Drucker-Prager criterion to describe nonlinear constitutive behavior of pressure dependent
elasto-plasticity for the media is particularly considered. With no consideration of compressibility of solid grains and the pore
fluid, the discontinuity and instability of the wave propagation in saturated porous media are analyzed for the plane strain
problems in detail. The critical conditions of stationary discontinuity and flutter instability in the wave propagation are given.The
results and conclusions obtained by the present work will provide some bases or clues for overcoming the difficulties in
numerical modeling of wave propagation in the media subjected to dynamic loading.