THERMAL SCIENCE
International Scientific Journal
A MODIFIED STANTON NUMBER FOR HEAT TRANSFER THROUGH FABRIC SURFACE
ABSTRACT
The Stanton number was originally proposed for describing heat transfer through a smooth surface. A modified one is suggested in this paper to take into account non-smooth surface or fractal surface. The emphasis is put on the heat transfer through fabrics.
KEYWORDS
PAPER SUBMITTED: 2015-07-07
PAPER ACCEPTED: 2015-08-02
PUBLISHED ONLINE: 2015-10-25
THERMAL SCIENCE YEAR
2015, VOLUME
19, ISSUE
Issue 4, PAGES [1475 - 1477]
- Awad, M. M., Field Synergy Number versus Stanton Number, Thermal Science, 19 (2015) 2, pp. 739- 741
- Gao, S. W. et al., Near-Infrared Scattering Method for Fabric Thermal Comfort, Thermal Science, 18 (2014), 5, pp. 1469-1472
- Fan, J., et al., Effective Thermal Conductivity of Complicated Hierarchic Multilayer Fabrics, Thermal Science, 18 (2014), 5, pp. 1613-1618
- Tian, M. W., et al., Evaluation of Different Measurements for Effective Thermal Conductivity of Fibrous Materials, Thermal Science, 18 (2014), 5, pp. 1712-1713
- Yang, K., et al., A Heat Dissipating Model for Water Cooling Garments, Thermal Science, 17 (2013), 5, pp. 1431-1436
- Majumder, M., et al., Nanoscale Hydrodynamics - Enhanced Flow in Carbon Nanotubes, Nature, 438 (2005), 7064, pp. 44-44
- He, J.-H., From Spider Spinning to Bubble Electrospinning and from the Wool Structure to Carbon Super- Nanotubes, Materials Science and Technology, 26 (2010), 11, pp. 1273-1274
- Kong, H. Y., et al., Fractal Harmonic Law and Waterproof/Dustproof, Thermal Science, 18 (2014), 5, pp. 1463-1467
- Kong, H. Y, He, J.-H., The Fractal Harmonic Law and Its Application to Swimming Suit, Thermal Science, 16 (2012), 5, pp. 1567-1571