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A comparison of these measurements to the corresponding strain distributions predicted by different mechanical models confirmed the elastic response within the microelectronic features, where the Eshelby inclusion and boundary element methods provide a better match to experimental data than the approach based on edge-forces.
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The boundary element method can provide accurate solutions to the electromagnetic problem in numerical simulations of electron optics devices.
For many engineers and acousticians, the boundary element method (BEM) provides an invaluable tool in the analysis of complex problems.
And as a modified method for the conventional indirect boundary element method, SFBEM can provide accurate numerical solutions at high efficiency in deterministic analyses.
Wave envelope elements provide an alternative to boundary element methods for the solution of exterior wave problems.
Crack models, including boundary element methods.
Methods of solution of partial differential equations: Laplace transforms, Fourier transforms, wavelet transforms, Green's functions, and boundary element methods.
It serves as the mathematical foundation of the boundary element methods (BEM) both for static and dynamic problems.
The standard a posteriori error estimates for boundary element methods are obtained from the classical boundary integral equations.
Boundary element methods represent a valuable approach for designing MRI gradient coils.
We compare fast black-box boundary element methods on parametric surfaces in R3.
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