Titlebook: Computational Geomechanics; Arnold Verruijt Book 1995 Springer Science+Business Media Dordrecht 1995 finite element method.geomechanics.gr

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Stochastic Dominance and Risk Measures,In this chapter the finite element method for the solution of problems of one-dimensional consolidation is presented. The purpose is to develop a method for the analysis of consolidation of a soil consisting of several layers having different properties.

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Sheet Pile Walls,An interesting application of the theory of beams on elastic support, presented in the previous chapter, is the analysis of a sheet pile wall. This requires an extension of the theory to elasto-plastic supporting springs. The analysis is presented in this chapter, together with a simple computer program.

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Finite Elements for Plane Groundwater Flow,In this chapter the finite element method for the solution of groundwater flow problems is described. The presentation will be kept as simple as possible. More general presentations, using the Galerkin method or the method of weighted residuals, can be found in the literature, see for instance Bear & Verruijt (1987).

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Finite Elements for Plane Strain Elastostatics,In this chapter the finite element method for the solution of problems of isotropic plane strain elasticity is presented. The elements used are as simple as possible: triangular elements, with constant strain and stress in each element.

FACT

Finite Elements for One-Dimensional Consolidation,In this chapter the finite element method for the solution of problems of one-dimensional consolidation is presented. The purpose is to develop a method for the analysis of consolidation of a soil consisting of several layers having different properties.