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Non-singular boundary integral methods for fluid mechanics applications

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journal contribution
posted on 2024-07-09, 14:53 authored by Evert Klaseboer, Qiang Sun, Derek Chan
A formulation of the boundary integral method for solving partial differential equations has been developed whereby the usual weakly singular integral and the Cauchy principal value integral can be removed analytically. The broad applicability of the approach is illustrated with a number of problems of practical interest to fluid and continuum mechanics including the solution of the Laplace equation for potential flow, the Helmholtz equation as well as the equations for Stokes flow and linear elasticity.

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ISSN

0022-1120

Journal title

Journal of Fluid Mechanics

Volume

696

Pagination

10 pp

Publisher

Cambridge University Press

Copyright statement

Copyright © 2012 Cambridge University Press. The published version is reproduced in accordance with the copyright policy of the publisher.

Language

eng

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