The Journal of the Acoustical Society of America · 1976 · 124 citations · 0 references
EngineeringGeologyGeophysicsPetrophysicsRock MechanicsSubsurface Fluid FlowFluid-flow In Porous MediaPoromechanics Of RocksPorous Media FlowRock PhysicsSeismic Wave PropagationWave DispersionFlow Through Porous RockFluid-porous Media InteractionLaplace EquationLaplace TransformSubject ClassificationUnsaturated Rock MechanicsWave TheoryWave-induced Fluid Motions
In this investigation, Biot’s theory was employed in the study of wave motions in fluid-saturated porous rocks. Consistent with the described experimental arrangement, Biot’s equations were solved using a Laplace transformation. The theory predicts two dilatational waves: a slightly dispersed fast wave propagating ahead of a heavily dispersed and attenuated slow wave. By comparing these results with experimental results, it becomes evident that the measured waves are in fact the fast waves. Subject Classification: [43]20.15, [43]20.40.