LIFTING LINE THEORY OF A HYDROFOIL OF ARBITRARY SHAPE MOVING IN SHALLOW WATER,
BUREAU OF SHIPS WASHINGTON D C
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The report contains the solution of the space problem of an even movement of an underwater wing of finite dimension in shallow water. The shape of the wing in a plane which is perpendicular to the movement, and its disposition in relation to the free surface are assumed to be arbitrary. Used as the basis of the solution were the lifting line theory of Prandtl and linear limit conditions on a free surface.
- Marine Engineering