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- W88732022 abstract "A new viscous vortex method has been developed, where the mesh-less char- acter of the method is preserved throughout. Many vortex methods use a particle strength exchange (PSE) scheme for viscous efiects, and remeshing processes with high-order in- terpolation kernels to maintain an ordered particle fleld. In the present work, difiusion is accounted for using the core spreading scheme, and spatial adaption is provided in a mesh-less formulation using radial basis function interpolation. Core size control is ef- fected automatically in the spatial adaption process, and thus convergence is assured. This method has been demonstrated to provide signiflcant increase in the accuracy of compu- tations with Lagrangian vortex particles. Furthermore, the combination of core spreading and RBF-based spatial adaption allows an implementation with variable resolution, and multi-scale computation are practicable as well. Presently, proof-of-concept computations are presented of a ∞ow consisting of a Gaussian monopole with a localized elliptic defor- mation, which evolves with a quasi-steady state consisting of a rotating tripole. The new method has been implemented in parallel, and thus highly accurate computations of viscous vortex interactions have been practicable. Results are presented where calculations of the early interaction of two co-rotating vortices compare extremely well with published results using spectral methods." @default.
- W88732022 created "2016-06-24" @default.
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- W88732022 date "2004-01-01" @default.
- W88732022 modified "2023-09-23" @default.
- W88732022 title "VORTEX METHOD WITH FULLY MESH-LESS IMPLEMENTATION FOR HIGH-REYNOLDS NUMBER FLOW COMPUTATIONS" @default.
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