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The standard a posteriori error estimates for boundary element methods are obtained from the classical boundary integral equations.
The finite element and boundary element methods are used to model the structure and the fluid, respectively.
Numerical methods such as boundary element methods are widely used for the stress analysis in solid mechanics.
The finite element and boundary element methods are employed in this study to investigate the sound radiation characteristics of a box-type structure.
Boundary element methods are powerful tools to study interfacial dynamics of droplets in microchannels due to its high facility in describing the complex geometries and the various boundary conditions.
When the boundary conditions are imposed directly, the solution suffers from artificial damping, which may potentially lead to erroneous predictions when boundary element methods are used to evaluate the performance of damping materials.
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A shape design sensitivity formulation for structural acoustic problems using sequential finite element and boundary element methods is presented.
A combination of the direct and the indirect boundary element methods is used to compute numerical results.
An approach combining finite element with boundary element methods is proposed to calculate the elastic vibration and acoustic field radiated from an underwater structure.
However, even for simple model problems, quasi-optimality of adaptive boundary element methods is a major open issue, cf. [3,18,31].
Rigorous electromagnetic theory and the boundary element method are employed in our analysis.
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