On the Exact Solution of the Stokes Equations for a Torus

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概要

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• The field disturbed by a torus placed perpendicular to a slowly streaming uniform flow of a viscous fluid is considered by use of toroidal coordinates. The drag exerted on the torus and the flux passing through it undergo special consideration accompanied with numerical evaluations.

• 社団法人日本物理学会の論文
• 1974-09-15

著者

• Wakiya Shoichi

  Faculty Of Engineering Niigata University

• Wakiya Shoichi

  Faculty Of Engineering Nagoya University

関連論文

• Viscous Flow in a Bifurcate Channel
• Periodic Motions of a Viscous Fluid past a Sphere in a Cylindrical Tube
• Slow Motion in Shear Flow of a Doublet of Two Spheres in Contact
• Effect of a Plane Wall on the Impulsive Motion of a Sphere in a Viscous Fluid
• Application of Bipolar Coordinates to the Two-Dimensional Creeping Motion of a Liquid. : I. Flow over a Projection or a Depression on a Wall
• On the Exact Solution of the Stokes Equations for a Torus
• Viscosity of Suspension for Doublets of Two Equal-Sized Spheres
• Application of Bipolar Coordinates to the Two-dimensional Creeping Motion of a Liquid. : II. Some Problems for Two Circular Cylinders in Viscous Fluid
• Application of Bipolar Coordinates to the Two-Dimensional Creeping Motion of a Liquid.III.Separation in Stokes Flows
• Viscous Flows past a Spheroid
• Mutual Interaction of Two Spheroids Sedimenting in a Viscous Fluid
• Slow Motions of a Viscous Fluid around Two Spheres

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