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- W1999156919 abstract "There are two general methods of determining the forces acting on a cylinder due to the two-dimensional motion of a surrounding liquid. One is applicable to the case of a stationary cylinder in a stream, in the form X - Y = 1/2 p ∫( dw / dz ) 2 dz . (1.1) M = -1/2 pR ∫( dw / dz ) 2 z . dz (1.2) where X and Y are the components of the resultant force, parallel to the x and y axes, and M is its moment about tbs origin; p is the density of the fluid, and w is the velocity potential-stream-function for the fluid motion; z is as usual the complex variable x + y . The other is that obtained from the general theory of the impulse. The first of these is unable to deal with a rotating cylinder, and the second is unable to include circulation. In the course of an investigation of the effects of rotation upon the circulation round, and the forces acting upon, a Joukowski aerofoil, to which problem neither method applies, since the combined effect of rotation and circulation is needed, a quite general result was obtained, which it is thought worth while to publish separately." @default.
- W1999156919 created "2016-06-24" @default.
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- W1999156919 date "1929-06-04" @default.
- W1999156919 modified "2023-09-26" @default.
- W1999156919 title "Hydrodynamic forces acting on a cylinder in motion, and the idea of a hydrodynamic centre." @default.
- W1999156919 doi "https://doi.org/10.1098/rspa.1929.0115" @default.
- W1999156919 hasPublicationYear "1929" @default.
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