期刊
JOURNAL OF MECHANICS OF MATERIALS AND STRUCTURES
卷 3, 期 4, 页码 607-625出版社
MATHEMATICAL SCIENCE PUBL
DOI: 10.2140/jomms.2008.3.607
关键词
poromechanics; second gradient materials; consolidation
The second gradient model of poromechanics, introduced in Part I, is here linearized in the neighborhood of a prestressed reference configuration to be applied to the one-dimensional consolidation problem originally considered by Terzaghi and Biot. Second gradient models allow for the description of boundary layer effects both in the vicinity of the external surface and the impermeable wall. The formulated differential problem involves linear pencils of ordinary differential operators on a finite interval, with boundary conditions depending on the spectral parameter. Taking into account the dependence of the differential problem on initial stresses a linear stability analysis is carried out. Finally, numerical solutions are compared with the corresponding classical Terzaghi solutions.
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