A high‐order harmonic polynomial method for solving the Laplace equation with complex boundaries and its application to free‐surface flows. Part I: Two‐dimensional cases
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DOI: 10.1002/nme.6390
Abstract: A high‐order harmonic polynomial method (HPM) is developed for solving the Laplace equation with complex boundaries. The “irregular cell” is proposed for the accurate discretization of the Laplace equation, where it is difficult to construct… read more here.
Keywords: method; complex boundaries; laplace equation; free surface ... See more keywords