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A coupled finite element and boundary element scheme is applied in both two and three dimensions.
A boundary element scheme is proposed for acoustical radiation in moving flows.
A boundary element scheme is proposed for evaluation of the four-pole parameters of ducts and mufflers in the presence of a low Mach number non-uniform flow.
Similar(57)
An incremental staggered finite element scheme is preferred to solve the coupled nonlinear initial-boundary value problem.
The boundary element scheme has been developed as it enables one to determine effectively the four-pole parameters when the flow is non-uniform, and also high order mode behavior in ducts and mufflers of any given geometry.
An effective numerical scheme is established assuming that the two beam-like structures are two solid substructures with motions represented by their respective mode functions and the infinite fluid domain is modelled by a boundary element scheme.
Discontinuous Galerkin finite element schemes are proposed for both formulations.
An approach to implement the general periodic boundary conditions in a finite element analysis scheme is also presented.
The planetary boundary layer scheme is a nonlocal diffusion scheme of Holtslag and Boville (1993).
A novel hybrid boundary element-finite element scheme which is accelerated by an adaptive multi-level fast multipole algorithm is presented to simulate 3D plane wave electromagnetic induction responses in the Earth.
A scheme for grid optimization for the boundary element method is developed.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com