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  1. Journal of Mathematical Fluid Mechanics
  2. Journal of Mathematical Fluid Mechanics : Volume 10
  3. Journal of Mathematical Fluid Mechanics : Volume 10, Issue 4, November 2008
  4. The Floating Ball “Paradox”
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Journal of Mathematical Fluid Mechanics : Volume 19
Journal of Mathematical Fluid Mechanics : Volume 18
Journal of Mathematical Fluid Mechanics : Volume 17
Journal of Mathematical Fluid Mechanics : Volume 16
Journal of Mathematical Fluid Mechanics : Volume 15
Journal of Mathematical Fluid Mechanics : Volume 14
Journal of Mathematical Fluid Mechanics : Volume 13
Journal of Mathematical Fluid Mechanics : Volume 12
Journal of Mathematical Fluid Mechanics : Volume 11
Journal of Mathematical Fluid Mechanics : Volume 10
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 4, November 2008
On the Existence, Uniqueness and $$C^{1,\gamma} (\bar{\Omega}) \cap W^{2,2}(\Omega)$$ Regularity for a Class of Shear-Thinning Fluids
Effect of Vertical Modulation on the Onset of Filtration Convection
Temporal and Spatial Decays for the Stokes Flow
A Navier–Stokes Approximation of the 3D Euler Equation with the Zero Flux on the Boundary
On the Asymptotic Limit of Flows Past a Ribbed Boundary
The Floating Ball Paradox
The Floating Ball “Paradox”
Stability of Discrete Stokes Operators in Fractional Sobolev Spaces
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 3, August 2008
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 2, June 2008
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 1, March 2008
Journal of Mathematical Fluid Mechanics : Volume 9
Journal of Mathematical Fluid Mechanics : Volume 8
Journal of Mathematical Fluid Mechanics : Volume 7
Journal of Mathematical Fluid Mechanics : Volume 6
Journal of Mathematical Fluid Mechanics : Volume 5
Journal of Mathematical Fluid Mechanics : Volume 4
Journal of Mathematical Fluid Mechanics : Volume 3
Journal of Mathematical Fluid Mechanics : Volume 2
Journal of Mathematical Fluid Mechanics : Volume 1

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The Floating Ball “Paradox”

Content Provider SpringerLink
Author Finn, Robert
Copyright Year 2007
Abstract An earlier work by the present author questioned a concept of solid/liquid surface tension introduced by Thomas Young in 1805. The paper just preceding this one presents an explicitly computable example as supporting evidence by analogy that Young’s concept could be correct. The present note suggests a different view, and offers an alternative interpretation of the example.
Ending Page 587
Page Count 5
Starting Page 583
File Format PDF
ISSN 14226928
e-ISSN 14226952
Journal Journal of Mathematical Fluid Mechanics
Issue Number 4
Volume Number 10
Language English
Publisher SP Birkhäuser Verlag Basel
Publisher Date 2007-07-06
Publisher Place Basel
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword floating bodies Mechanics, Fluids, Thermodynamics Mathematical Methods in Physics Fluids Capillarity mean curvature Capillarity (surface tension) contact angle surface tension
Content Type Text
Resource Type Article
Subject Applied Mathematics Mathematical Physics Condensed Matter Physics Computational Mathematics
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