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The accuracy of the boundary element solution is confirmed by comparison with selected analytical solutions in the literature.
The boundary element solution is compared with a finite element solution.
For this purpose, a 3D boundary element solution is proposed for computing the non-linear response of piled rafts to vertical loads.
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A boundary element solution method is proposed for linear vibration analysis of fluid-coupled thin plates.
The fictitious source formulation leading to the boundary element solution of the same problems is discussed as an alternative.
The first sound field has the analytical modal expansion in the inlet and outlet ducts, while the second sound field is the boundary element solution associated with a random boundary condition set.
This restatement of the original problem is then amenable to boundary integral representation and boundary element solution.
ICM was used to calculate the electrostatic potential using the boundary element solution of the Poisson equation (Totrov and Abagyan, 2001).
After importing the QCT-based FE model and applying the loading and boundary conditions, finite element analysis was performed and finite element solutions were obtained.
Finite element solutions are presented for the optimal multiobjective design of symmetrically laminated rectangular plates subject to a combination of simply supported, clamped and free boundary conditions.
The corresponding diffraction problem is also analysed and results are compared with analytical and classical boundary element solutions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com