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A boundary element program for the study of 2D acoustical problems is presented.
A 2D boundary element program for geometry sensitivity, elastic viscoplastic material constant sensitivity and boundary condition sensitivity has been developed.
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In order to obtain the full stress history of the hangingwall, stresses at the installation time were calculated by use of a three-dimensional boundary element program — MAP3D.
The potential problems were solved with a simple boundary element program based on a piece-wise "constant" approximation on the quadrilateral surface mesh.
We use these ideas to develop a general finite element program for two dimensional problems.
These generated lateral soil movements were then used as input into a boundary-element program to analyze pile response.
We analyze augmented Lagrangian and boundary element methods for the Signorini boundary value problem of Laplacian.
The problem is strongly nonlinear [Katsikadelis JT, Nerantzaki MS. The boundary element method for nonlinear problems. Eng Anal Boundary Elements 1999 23 365 73].
In the herein boundary element approach for solving the singular boundary integral equation (2), the boundary is divided into N cubic boundary elements, noted L j, j = 1, N ¯.
The numerical model we have developed is a hybrid finite element and boundary element method for discretely fractured geothermal reservoirs.
The symmetric boundary element method for multiple cracks problem is derived using Betti's reciprocal theorem.
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