Download PDF by Dieter W. Langbein: Capillary Surfaces: Shape - Stability - Dynamics, in

By Dieter W. Langbein

ISBN-10: 3540418156

ISBN-13: 9783540418153

That includes a foreword by means of the astronaut Ulf Merbold, this publication is dedicated to interfaces among fluids, that's, among a liquid and a fuel or among beverages. it's the first evaluation at the topic, supplying an updated assessment.

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Extra info for Capillary Surfaces: Shape - Stability - Dynamics, in Particular Under Weightlessness (Springer Tracts in Modern Physics)

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57 (1985) 827– 863 ¨ 11. Friz G: Uber den dynamischen Randwinkel im Fall der vollst¨ andigen Benetzung. Z. angew. Phys. 19 (1921) 374–378 References 39 12. Gebhardt KF: The Gauss–Laplace equation, methods to determine interfacial tension, and the preparation of fluid–fluid interfaces under microgravity. In: Proceedings of the Workshop: Fl¨ ussigkeitsgrenzfl¨ achen und Benetzung. D. ), Frankfurt am Main (1981) 33–44 13. Hansen RJ, Toong TY: Dynamic contact angle. J. Colloid Interf. Sci. 37 (1971) 196 14.

Ann. Phys. (Poggendorf) 143 (1871) 337 18. Liggieri L, Ravera F, Passerone A: Scientific results of the Mite-2 TEXUS 33 sounding rocket experiment. In: Proceedings of the Second European Symposium on Fluids in Space. A. ). Naples (1996) 135–143 19. Padday JF: Fluid Physics in Space – The Kodak Ltd Experiment Aboard Spacelab-1. Kodak Ltd, Harrow UK (1983) 20. Padday JF: Capillary forces in low gravity. ESA SP-256 (1987) 251–256 21. Shikhmurzaev YD: Moving contact lines in liquid/liquid/solid systems.

Ann. Rev. Fluid Mech. 11 (1979) 371–400 7. Dussan V. EB, Davis SH: On the motion of a fluid–fluid interface along a solid surface. J. Fluid Mech. 65 (1974) 71–95 8. Dussan V. EB, Ngan CG: On the nature of the dynamic contact angle: an experimental study. J. Fluid Mech. 118 (1982) 27–40 9. Dussan V. EB, Ram´e E, Garoff S: On identifying the appropriate boundary conditions at a moving contact line: an experimental investigation. J. Fluid Mech. 230 (1991) 97–116 10. deGennes PG: Wetting: statics and dynamics.

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Capillary Surfaces: Shape - Stability - Dynamics, in Particular Under Weightlessness (Springer Tracts in Modern Physics) by Dieter W. Langbein

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