REFERENCES
- O. I. Vinogradova , Slippage of Water over Hydrophobic Surfaces , Int. J. Miner. Process , vol. 56 , pp. 31 – 60 , 1999 .
- H. A. Stone , A. D. Stroock , and A. Ajdari , Engineering Flows in Small Devices: Microfluidics toward a Lab-on-a-Chip , Annu. Rev. Fluid Mech. , vol. 36 , pp. 381 – 411 , 2004 .
- T. Sochi , Slip at Fluid-Solid Interface , Polym. Rev. , vol. 54 , pp. 309 – 340 , 2011 .
- S. Liu and M. Sakr , A Comprehensive Review on Passive Heat Transfer Enhancements in Pipe Exchangers , Renew. Sustainable Energy Rev. , vol. 19 , pp. 64 – 81 , 2013 .
- Y. Chen , C. Zhang , M. Shi , and G. P. Peterson , Role of Surface Roughness Characterized by Fractal Geometry on Laminar Flow in Microchannels , Phys. Rev. , vol. 80 , 026301 , 2009 .
- Y. Chen , C. Zhang , M. Shi , and G. P. Peterson , Optimal Surface Fractal Dimension for Heat and Fluid Flow in Microchannels , Appl. Phys. Lett. , vol. 97 , 084101 , 2010 .
- Y. Chen , C. Zhang , M. Shi , and G. P. Peterson , Slip Boundary for Fluid Flow at Rough Solid Surfaces , Appl. Phys. Lett. , vol. 100 , 074102 , 2012 .
- H. Hattori and Y. Nagano , Structures and Mechanism of Heat Transfer Phenomena in Turbulent Boundary Layer with Separation and Reattachment via DNS , Int. J. Heat Fluid Flow , vol. 37 , pp. 81 – 92 , 2012 .
- C. Netro , D. R. Evans , E. Bonaccurso , H. J. Butt , and V. S. J. Craig , Boundary Slip in Newtonian Liquids: A Review of Experimental Studies , Rep. Prog. Phys. , vol. 68 , pp. 2859 – 2897 , 2005 .
- K. C. Park , H. J. Choi , C. H. Chang , R. E. Cohen , G. H. Mckinley , and G. Barbastathis , Nanotextured Silica Surfaces with Robust Superhydrophobicity and Omnidirectional Broadband Supertransmissivity , ACS Nano , vol. 6 , pp. 3789 – 3799 , 2012 .
- C. L. M. H. Navier , M'emoire sur les lois du mouvement des fluids , Mem. Acad. Sci. Inst. Fr. , vol. 6 , pp. 389 – 416 , 1823 .
- A. Niavarani and N. V. Priezjev , The Effective Slip Length and Vortex Formation in Laminar Flow Over a Rough Surface , Phys. Fluids , vol. 21 , 052105 , 2009 .
- Y. P. Cheng , C. J. Teo , and B. C. Khoo , Microchannel Flows with Superhydrophobic Surfaces Effects of Reynolds Number and Pattern Width to Channel Height Ratio , Phys. Fluids , vol. 21 , 122004 , 2009 .
- C. H. Choi , U. Ulmanella , and J. Kim , Effective Slip and Friction Reduction in Nanograted Superhydrophobic , Phys. Fluids , vol. 18 , 087105 , 2006 .
- J. Davies , D. Maynes , B. W. Wedd , and B. Woolford , Laminar Flow in a Microchannel with Superhydrophobic Walls Exhibiting Transverse Ribs, Phys. Fluids , vol. 18, 087110, 2006.
- D. Maynes , K. Jeffs , B. Woolford , and B. W. Wedd , Laminar Flow in a Microchannel with Hydrophobic Surface Patterned Microribs Oriented Parallel to the Flow Direction , Phys. Fluids , vol. 19 , 093603 , 2007 .
- D. Crowdy , Frictional Slip Lengths for Unidirectional Superhydrophobic Grooved Surfaces , Phys. Fluids , vol. 23 , 072001 , 2011 .
- J. R. Philip , Z.A.M.P. , vol. 23 , 353 , 1972 .
- E. S. Asmolov and O. I. Vinogradova , Effective Slip Boundary Conditions for Arbitrary One-Dimensional Surfaces , J. Fluid Mech. , vol. 706 , pp. 108 – 117 , 2012 .
- P. Six , and K. Kamrin , Some Exact Properties of the Effective Slip Over Surfaces with Hydrophobic Patternings , Phys. Fluids , vol. 25 , 021703 , 2013 .
- C. C. Bizonne , C. Barentin , and L. Bocquet , Scaling Laws for Slippage on Superhydrophobic Fractal Surfaces , Phys. Fluids , vol. 24 , 012001 , 2012 .
- M. J. Martin and I. D. Boyd , Momentum and Heat Transfer in a Laminar Boundary Layer with Slip Flow , J. Thermophys. Heat Transfer , vol. 20, pp. 710–719 , 2006 .
- R. L. Webb and N. H. Kim , Principles of Enhanced Heat Transfer , Taylor & Francis , Boca Raton , FL , 2005 .
- F. P. Incropera , D. P. Dewitt , T. L. Bergman , and A. S. Lavine , Fundamentals of Heat Transfer, , 6th ed., John Wiley & Sons, Hoboken, NJ , 2006 .
- D. Biau , Laminar-Turbulence Separatrix in a Boundary Layer Flow , Phys. Fluids , vol. 24 , 034107 , 2012 .
- H. Schlichting , Boundary Layer Theory, , 7th ed., McGraw Hill, New York, NY , 1979 .
- A. Bernard , J. M. Foucaut , P. Dupont , and M. Stanislas , Decelerating Boundary Layers, a New Scaling and Mixing Length Model , AIAA J. , vol. 41 , pp. 248 – 255 , 2003.
- L. Bocquet and J. L. Barrat , Flow Boundary Conditions from Nano- to Micro-Scales , Soft Matter , vol. 3 , pp. 685 – 693 , 2007 .
- J. Li , Development and Evaluation of Flexible Empirical Peak Functions for Processing Chromatographic Peak , Anal. Chem. , vol. 69 , pp. 4452 – 4462 , 1997 .
- N. V. Priezjev , A. A. Darhuber , and S. M. Troian , Slip Behavior in Liquid Films on Surfaces of Patterned Wettability Comparison Between Continuum and Molecular Dynamics Simulations , Phys. Rev. , vol. 71 , 041608 , 2005 .
- T. J. Mueller , Low Reynolds Number Vehicles , AGARD AG-288 , 1985 .