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Experimental Determination of Limit Adhesive Shear Stress between Solid Wall and Liquid


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Davis S. H. (1983) Contact-line Problems in Fluid Mechanics, J. of Appl. Mech., 12, 977-982.Search in Google Scholar

Derek C., Tretheway D. C., Mainhart C. D. (2002) Apparent Fluid Slip at Hydrophobic Microchannel Wall, Phys. of Fluids, 14, 9-12.10.1063/1.1432696Search in Google Scholar

Granick S., Zhu Y., Lee H. (2004) Slippery questions about complex fluuids flowing past solids, Nature Materials, 2, 221-227.10.1038/nmat854Search in Google Scholar

Hansen R. J., Toong T. Y. (2001) Rate-dependent Slip of Newtonian Fluids at Smooth Surface, Phys. Rev. Letters, 9, 196-207.Search in Google Scholar

Khaled A. R. A., Vafai K. (2004) The Effect of the Slip Condition on Stokes and Couette Flows Due to an Oscillatory Wall: Exact Solution, Int. J. of Non-linear Mechanics, 39, 795-809.10.1016/S0020-7462(03)00043-XSearch in Google Scholar

Koplik J., Banavar J. R. (1995) Corner Flow in the Sliding Plate Problem, Phys. of Fluids, 7, 3118-3125.10.1063/1.868619Search in Google Scholar

Marques R. J., Kremer G. M., Sharipov F. M. (2000) Couette Flow with Slip and Jump Boundary Condition, Continuum Mech. Thermodyn., 12, 379-386.Search in Google Scholar

Moffatt H. K. (1964) Viscous and Resistive Eddies Near a Sharp Corner, J. of Fluid Mech., 18, 1-18.Search in Google Scholar

Navier C. L. (1823) Memoire sur les lois des movement des fluids, Mem. Acad. Sci. Inst. France, 6.Search in Google Scholar

Puzyrewski R. Sawicki J. M. (2000) Fundamentals of Fluid Mechanics and Hydraulics (in Polish), 3rd ed., PWN, Warsaw.Search in Google Scholar

Shen S., Chen G., Crone R. M., Anaya-Dufresne M. (2007) A Kinetic Theory Based on First-order Slip Boundary Condition for Gas Flow, Phys. of Fluids, 19, 18-37.10.1063/1.2754373Search in Google Scholar

Thompson P. A., Troian S. M. (1997) A General Boundary Condition for Liquid Flow at Solid Surfaces, Nature, 389, 360-363.10.1038/38686Search in Google Scholar

Zhu Y., Granick S. (2001) Rate-Dependent Slip of Newtonian Liquids at Smooth Surfaces, Phys. Rev. Letters, 9, 1-4.Search in Google Scholar

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