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A numerical method for non-linear flow about a submerged hydrofoil
Authors:L. K. Forbes
Affiliation:(1) Department of Mathematics, Kansas State University, 66306 Manhattan, KS, USA;(2) Present address: Department of Mathematics, University of Queensland, 4067 St. Lucia, Queensland, Australia
Abstract:Summary A numerical method is presented for computing two-dimensional potential flow about a wing with a cusped trailing edge immersed beneath the free surface of a running stream of infinite depth. The full non-linear boundary conditions are retained at the free surface of the fluid, and the conditions on the hydrofoil are also stated exactly. The problem is solved numerically using integral-equation techniques combined with Newton's method. Surface profiles and the pressure distribution on the body are shown for different body geometries.
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