Huang Jing-quan. Flow Field at Collapse of a Cavity[J]. Applied Mathematics and Mechanics, 1989, 10(3): 247-251.
Citation:
Huang Jing-quan. Flow Field at Collapse of a Cavity[J]. Applied Mathematics and Mechanics, 1989, 10(3): 247-251.
Huang Jing-quan. Flow Field at Collapse of a Cavity[J]. Applied Mathematics and Mechanics, 1989, 10(3): 247-251.
Citation:
Huang Jing-quan. Flow Field at Collapse of a Cavity[J]. Applied Mathematics and Mechanics, 1989, 10(3): 247-251.
Flow Field at Collapse of a Cavity
Received Date: 1984-11-26
Publish Date:
1989-03-15
Abstract
Employing Rayleigh's method, the collapse of a vaporous bubble in an incompressible liquid with surface tension is analysed. The expressions of time versus radius, bubble-wall velocity and pressure developed at collapse are thus introduced.Finally, the numerical solution of velocity and pressure field in the liquid surrounding the cavity is also given.
References
[1]
Knapp,R.T.,J.W.Daily and F.G.Hammitt,Cavitation,McGraw-Hill,New York(1970).
[2]
Rayleigh,Lord,On the pressure developed in a liquid during the collapse of a spherical cavity,Phil.Mag.,34,August(1917),94-98.
[3]
Knapp,R.T.,and A.Hollander,Laboratory investigations of the mechanism of cavitation,Trans.ASME,70(1948),419-435.
[4]
Poritsky,H.,The collapse or growth of a spherical bubble or cavity in a viscous fluid,Proc.First U.S.Natl.Congr.Appl.Mech.(ASME),(1952),813-821.
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