Application of Bipolar Coordinates to the Two-Dimensional Creeping Motion of a Liquid.III.Separation in Stokes Flows
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概要
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When there is a linear shear flow along a plane wall with a cylindrical depression,flow penetrating into the cavity separates from the wall, if the ratio of the depthof the cavity to the width of its mouth exceeds a critical value which is about0.32. The pressure becomes infinite at the sharp edges of the cavity, while forthe flow over a projection the pressure is a continuous function which on theboundary has two extremum values symmetrically about the cylindrical portion.As another example of separation in Stokes flows, the flow generated by therotation of a circular cylinder which is eccentrically encircled with a larger cylinderor placed near a plane is considered.
- 社団法人日本物理学会の論文
- 1978-11-15
著者
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Wakiya Shoichi
Faculty Of Engineering Niigata University
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Wakiya Shoichi
Faculty Of Engineering Nagoya University
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Wakiya Shoichi
Faculty of Engineering,Niigata University
関連論文
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- 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
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