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Download Album of Fluid Motion by Milton Van Dyke PDF

By Milton Van Dyke

Over four hundred appealing black-and-white images, amassed from world wide, illustrate the good range of fluid movement. Flows starting from creeping to hypersonic speeds, in either the laboratory and Nature, are saw without delay, or made obvious utilizing smoke, ink, bubbles, debris, shadographs, schlieren, interferometry, and different recommendations. Succinct captions describe the basic good points of every movement.

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268 REFERENCES 1. 2. P. Cheng, Heat Transfer in Geothermal Systems, Adv. Heat Transfer 14, 1-105 (1978). P. " Fundamentals and Applications, 475-513, edited by S. Kakac, W. Aung and R. Viskanta, Martinus Nijhoff Publisher, The Haque, The Netherlands 2 54 , o , , 10. 11. 12. 13. 14. 15. 16. 17. (1985). T. Kaneko, M. F. Mohtadi and K. Aziz, An Experimental Study of Natural Convection in Inclined Porous Media, Int. J. Heat Mass Transfer 17, 485-496 (1974). P. Cheng and C. L. Ali, An Experimental Investigation of Free Convection about a Heated Inclined Surface in a Porous Medium, Paper 81-HT-85, 20th National Heat Transfer Conference, (August 1981).

184 x 10-6T ,2 (7) where T* is the temperature in ~ and k s is expressed in W m-1 oC-1. 04 was determined by Hsu and Cheng [14, 15] by a comparison of theory and experiments for forced convection in packed columns. Equations (1)-(9) are the governing equations for natural convection in a non-uniform porosity medium for considering the thermal dispersion effect and non-Darcian effects. This formulation has been used by Hsiao et al. [ 10, 11, 22] for numerical studies of natural convection in porous media.

H. Bau, Convective Heat Losses from a Pipe Buried in a Semi-infinite Porous Medium, Int. J. Heat Mass Transfer 27, 2047-2056 (1984). K. Himasekhar and H. H. Bau, Thermal Convective Associated with Hot/Cold Pipes Buried in a Semi-infinite Saturated Porous Medium, Int. J. Heat Mass Transfer 30, 263-273 (1987). K. Himasekhar and H. H. Bau, Thermal Convection around a Heat Source Embedded in a Box Containing a Saturated Porous Medium, J. Heat Transfer 110, 649-654 (1988). S. W. Hsiao, A Numerical Study of Transient Natural Convection about a Corrugated Plate Embedded in an Enclosed Porous Medium, Int.

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