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Finite Strain Theory of Consolidation

For static problems (i.e., in the absence of inertia terms), (6.9) is written as [Pg.187]

This is combined with the seepage equation (6.5), giving Biot s consolidation equation. [Pg.187]

The pore pressure p is usually set as the hydrostatic pressure po plus the excess pore pressure dp. Then, the effective stress is written in an incremental form as [Pg.187]

In this section we reconstruct the theory of consolidation by introducing the concept of a finite strain and a nominal stress rate, which are given in Chap. 2. Note that in Chap. 5 a mixture theory was developed for a porous medium with multiple [Pg.187]

6 Qassical Theory of Consolidation for Saturated Porous Media [Pg.188]


See other pages where Finite Strain Theory of Consolidation is mentioned: [Pg.187]    [Pg.187]    [Pg.188]    [Pg.189]   


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