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The conventional boundary element method of analysis of noise problems inside cavities is inherently inaccurate at very low frequencies.
There are very good agreements between the results of the present time-domain numerical method and the boundary element method of the SYSNOISE software.
The numerical model uses the indirect boundary element method of displacement discontinuity for poroelastic response of the rock, the finite element method for fracture fluid flow, and the linear elastic fracture mechanics approach for fracture propagation.
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An iterative technique is presented in which a sequence of solutions of the direct problem is generated by a boundary element method on the basis of assumed positions and shapes of the objects.
In this paper, the applicability of the boundary element method to this class of problems is studied.
In this paper the application of the two-dimensional boundary element method to the scattering of plane sound waves from an infinite cylinder in a fluid is presented.
The application of the boundary element method for the numerical solution of noise problems inside a complex-shaped cavity is considered.
This paper presents the application of the boundary element method to the shape sensitivity analysis of two-dimensional composite structures in contact.
In this work, interval methods are developed to enhance the boundary element method for considering causes of imprecision such as uncertain boundary conditions, truncation error, and integration error.
In order to overcome the difficulty in finding the fundamental solution in the boundary element method for dynamic problems of orthotropic plates, approximate fundamental solutions are traced.
This paper presents the application of the boundary element method to the shape design sensitivity analysis of composite structures with holes and cutouts.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com