Experimental research on transient heat transfer in sand

Acta Mechanica Sinica/Lixue Xuebao

Volumn 12, Issue 1, 1996, Pages 39-46

  Yunsheng, Xu ^a   Yingkui, Guo ^a   Zengyuan, Guo ^a  

^a TSINGHUA UNIVERSITY   (China)

Author keywords

Heat wave; Porous material; Transient heat transfer

Indexed keywords

POROUS MATERIALS; SAND; TRANSIENTS; WAVES;

CATTANEO-VERNOTTE EQUATION;

HEAT TRANSFER;

EID: 0030084174     PISSN: 05677718     EISSN: None     Source Type: Journal    
DOI: 10.1007/bf02486760     Document Type: Article

References (17)

1. Cattaneo C. A form of heat conduction equation which eliminates the paradox of instantaneous propagation. Compte Rendus, 1958, 247: 431-433
2. Chan SH, et al. Hyperbolic heat conduction in catalytic supported crystallizes. AIChE Journal, 1971, 17: 1499-1501
3. Fujimoto JG et al. Femtosecond laser interaction with metallic Tungsten and non-equilibrium electron and lattice temperature. Physics Review Letters, 1984, 53: 1837-1840
4. Xu YS, Guo ZY. Non-Fourier heat conduction in IC chips. International Journal of Heat and Mass Transfer, 1995
5. Peshkov V. Second sound in Helium II. Journal of Physics, 1944, 8: 381
6. Luikov AV, et al. Thermal conductivity of porous systems. International Journal of Heat and Mass transfer, 1966, 11: 117-140
7. Raspokov BM. Control of some transfer process. Inzhenerno Fizicheskij Zhurnal, 1967, 12: 444-450
8. Todos OM, et al. Possibility of description of the process of unsteady-state heat conduction of dense disperse systems by differential equation allowing for the peculiarities of phase interaction. Inzhenerno Fizicheskij Zhurnal, 1970, 18: 815-822
9. Antonishyn NV, Geller NV, Parnas AL. Hyperbolic heat conduction equation for a disperse systems. Inzhenerno Fizicheskij Zhurnal, 1974, 26: 503-508
10. Michalowski S, Mitura E, Kaminski W. The application of mathematical method to describe the kinetics of drying. Hungarian Journal of Industrial Chemistry, 1982, 10: 387-394
11. Mitura E, Michalowski S, Kaminski W. A mathematical model of convection drying in the falling drying rate period. Drying Technology, 1988, 6: 113-137
12. Kaminski W. Hyperbolic heat conduction equation for materials with a nonhomogeneous inner structure. Journal of Heat Transfer, 1990, 112: 555-560
13. Brazhnikov AM, Karpychev VA, Liukova AV. On engineering method of calculating heat conduction processes. Inzhenerno Fizicheskij Zhurnal, 1975, 28: 677-680
14. Chen D. Non-Fourier heat conduction in cryogenically preserved biological species. Doctoral Disaseration. East China University of Industry, 1994 (in Chinese)
15. Tzou DY. The effect of internal heat transfer in cavities on the overall thermal conductivity. International Journal of Heat and Mass Transfer, 1991, 34: 1839-1846
16. Tzou DY, et al. Nonhomogeneous lagging response in porous media. International Journal of Heat and Mass Transfer, submitted for publication
17. Liang XG, Guo ZY, Xu YS. Analysis of transient heat transport in porous media. Science China, 1995, 25(11): 1168-1174