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A Numerical Approach to the Solution of Dynamic Boundary Value Problems for Fluid-Saturated Solids
A dynamic boundary value problem for a fluid-saturated solid can be represented as two coupled boundary value problems for one-phase media. This allows us to solve the problem with a commercial computer program without a built-in procedure for the solution of dynamic problems with non-zero permeability, provided that the user is able to establish the required coupling between the two problems. This approach has been implemented in the present paper with the computer program Abaqus/Standard using the dynamic analysis for one-phase media as a built-in procedure without the need to construct a user-defined finite element.
A Numerical Approach to the Solution of Dynamic Boundary Value Problems for Fluid-Saturated Solids
A dynamic boundary value problem for a fluid-saturated solid can be represented as two coupled boundary value problems for one-phase media. This allows us to solve the problem with a commercial computer program without a built-in procedure for the solution of dynamic problems with non-zero permeability, provided that the user is able to establish the required coupling between the two problems. This approach has been implemented in the present paper with the computer program Abaqus/Standard using the dynamic analysis for one-phase media as a built-in procedure without the need to construct a user-defined finite element.
A Numerical Approach to the Solution of Dynamic Boundary Value Problems for Fluid-Saturated Solids
Lect.Notes in Applied (formerly:Lect.Notes Appl.Mechan.)
Triantafyllidis, Th. (editor) / Osinov, V. A. (author) / Grandas-Tavera, C. (author)
2015-06-12
14 pages
Article/Chapter (Book)
Electronic Resource
English
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