References
- Acrivos , A. , Shah , M. J. and Petersen , E. E. 1960 . Momentum and Heat Transfer in Laminar Boundary-Layer Flows of Non-Newtonian Fluids past External Surface . AIChE J. , 6 : 312 – 317 .
- Akagi , S. 1966 . Free Convection Heat Transfer of Non-Newtonian Fluid . Trans. JSME , 32 : 919 – 929 . (in Japanese)
- Yoshioka , N. 1970 . K. Adachi . and S. Yoshikawa, Laminar Flows of Non-Newtonian Fluids Past a Flat Plate, Kagaku Kogaku Ronbunsyu , 34 : 1169 – 1176 . (in Japanese)
- Fujii , F. , Miyatake , O. , Fujii , M. , Tanaka , H. and Murakami , K. 1973 . Natural Connective Heat Transfer from a Vertical Isothermal Surface to a Non-Newtonian Sutterby Fluid . Int. J. Heat Mass Transfer , 16 : 2177 – 2187 .
- Chandrupatla , A. R. and Sastri , V. M. K. 1977 . Laminar Forced Convection Heat Transfer of a Non-Newtonian Fluid in a Square Duct . Int. J. Heat Mass Transfer , 20 : 1315 – 1324 .
- Hartnett , J. P. and Kostic , M. 1985 . Heat Transfer to a Viscoelastic Fluid in Laminar Flow Through a Rectangular Channel . Int. J. Heat Mass Transfer , 28 : 1147 – 1155 .
- Nakayama , N. , Shenoy , A. V. and Koyama , H. 1986 . An Analysis for Forced Convection Heat Transfer from External Surfaces to Non-Newtonian Sutterby Fluids . Warme- und Stof-fubertragung. , 20 : 219 – 227 .
- Pop , I. and Gorla , R. S. R. 1990 . Mixed Convection Similarity Solutions of a Non-Newtonian Fluid on a Horizontal Surface . Warme- und Stoffubertragung. , 26 : 57 – 63 .
- Xie , C. and Hartnett , J. P. 1992 . Influence of Rheology on Laminar Heat Transfer to Viscoelastic Fluids in a Rectangular Channel . Ind. Eng. Chem. Res. , 31 : 727 – 732 .
- Patel , N. and Ingham , D. B. 1994 . Analytic Solutions for the Mixed Convection Flow of Non-Newtonian Fluids in Parallel Plate Ducts . Int. Comm. Heat Mass Transfer , 21 : 75 – 84 .
- Shin , S. and Cho , Y. I. 1994 . Laminar Heat Transfer in a Rectangular Duct with a NonNewtonian Fluid with Temperature-Dependent Viscosity . Int. J. Heat Mass Transfer , 37 : 19 – 30 .
- Azaiez , J. and Homsy , G. M. 1994 . Numerical Simulation of Non-Newtonian Free Shear Flows at High Reynolds Numbers . J. Non-Newtonian Fluid Mech. , 52 : 333 – 374 .
- Hartnett , J. P. and Kostic , M. 1989 . Heat Transfer to Newtonian and Non-Newtonian Fluids in Rectangular Ducts . Adv. Heat Transfer , 19 : 247 – 356 .
- Lawal , A. and Majumdar , A. S. 1987 . Laminar Duct Flow and Heat Transfer to Purely Viscous Non-Newtonian Fluids . Adv. Trans. Processes , 5 : 352 – 443 .
- Gingrich , W. K. , Cho , Y. I. and Shyy , W. 1992 . Effects of Shear Thinning on Laminar Heat Transfer Behavior in a Rectangular Duct . Int. J. Heat Mass Transfer , 35 : 2823 – 2836 .
- Chang , P. Y. , Chou , F. C. and Tung , C. W. 1998 . Heat Transfer Mechanism for Newtonian and Non-Newtonian Fluids in 2:1 Rectangular Ducts . Int. J. Heat Mass Transfer , 41 : 3841 – 3856 .
- Chou , F. C. , Tsou , F. K. and Tung , C. W. 1993 . Numerical Studies of Non-Newtonian Channel Flow and Heat Transfer Enhancement for Electronics Modules . ASME HTD , 263 : 89 – 97 .
- Gao , S. X. and Hartnett , J. P. 1996 . Heat Transfer Behavior of Reiner-Rivlin Fluids in Rectangular Ducts . Int. J. Heat Mass Transfer , 39 : 1317 – 1324 .
- Pericleous , K. A. 1994 . Heat Transfer in Differentially Heated Non-Newtonian Cavities . Int. J. Numer. Meth. Heat Fluid Flow , 4 : 229 – 248 .
- Churchill , S. W. 1983 . Heat Exchanger Design Handbook, Sec. 25.8. , New York : Hemisphere Publishing Corporation .
- Sutterby , J. L. 1966 . Laminar Converging Flow of Dilute Polymer Solutions in Conical Sections: Part 1. Viscosity Data . New Viscosity Model, Tube Flow Solution, AIChE J. , 12 : 63 – 68 .
- Hirt , C. W. , Nichols , B. D. and Romero , N. C. 1975 . SOLA--A Numerical Solution Algorithm for Transient Fluid Flows, Los Alamos Scientific. Lab. Rept. LA-5852 , New Mexico : Los Alamos .
- Vahl Davis , G. de . 1994 . Natural Convection of Air in a Square Cavity: A Bench Mark Numerical Solution . Int. J. Numer. Meth. Heat Fluid Flow , 3 : 249 – 264 .
- Kraichnan , R. H. 1962 . Turbulent Thermal Convection at Arbitrary Prandtl Number . Phys. Fluids , 5 : 1374 – 1389 .