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The boundary element analysis is done by the direct mixed-body BEM.
Frequency-response analysis is used to obtain the dynamic behavior of the structure, while boundary element analysis is used to solve for the pressure response of the acoustic domain.
Subsequently, large-scale atomistic simulations are performed to predict the incipient plastic deformation and a new discrete dislocation model combined with the boundary element analysis is constructed to capture the collective motion of the dislocations.
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Using T-splines, the computer aided design (CAD) and boundary element analysis are integrated without recourse to geometry clean-up or mesh generation.
Rigid multi-body dynamics, fast multi-pole BEA, and large-eddy simulation with indirect boundary element analysis are first employed to extract the multi-physical-field excitations, which include the wheel rail interaction forces/secondary suspension forces, the wheel rail rolling noise, and aerodynamic noise, respectively.
A computational method to track the movement of the thaw boundary on the basis of the finite element analysis is presented and the method for determining some of the appropriate input parameters is discussed.
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.
Boundary element analysis method was employed to acquire the radiated acoustic pressures from the block surface in the frequency range of interest.
An energy boundary element analysis (EBEA) formulation is presented for calculating sound radiation at high frequency from a radiator with arbitrary shape.
In this paper, analytical integration of the singular kernels is performed for boundary element analysis (BEM) of elastic, plane orthotropic media with stress concentrations.
Evaluation of the topological derivative is achieved within the framework of the boundary element analysis.
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