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Multiple knot B-spline representation of incompressible flow

Abstract:: An efficient B-spline method for the construction of a piecewise polynomial velocity representation from a given set of normal fluid fluxes is described for steady incompressible flow in three dimensional rectangular regions. The fluxes should be defined across the face-centres of a cartesian tensor product mesh. The proposed spline representation interpolates the given fluxes exactly and also enables the normal fluid velocity to be set identically to zero across or around the surfaces of an arbitrary number of rectangular regions lying in specified planes.

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APA Style

Glasgow, C., Parrott, A., & Handscomb, D. (1996). Multiple knot B-spline representation of incompressible flow. Unspecified.

MLA Style

Glasgow, C., et al. Multiple Knot B-Spline Representation of Incompressible Flow. Unspecified, 1996.

Chicago Style

Glasgow, C, A Parrott, and D Handscomb. 1996. “Multiple Knot B-Spline Representation of Incompressible Flow.” Unspecified.
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Files:: NA-96-04.pdf

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Authors

+ Glasgow, C More by this author

Role:: Author

+ Parrott, A More by this author

Role:: Author

+ Handscomb, D More by this author

Role:: Author

Publisher:: Unspecified
Publication date:: 1996-05-01

UUID:: uuid:d7a9b3d0-4fae-4f81-9370-75dfd2c41649
Local pid:: oai:eprints.maths.ox.ac.uk:1328
Deposit date:: 2011-06-12

Terms of use

Copyright date:: 1996

Licence:: Terms and Conditions of Use for Oxford University Research Archive

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