EXTENDED SURFACE HEAT TRANSFER

By R. Shah. 2006

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The method of fundamental solutions for the Cauchy problem associated with two-dimensional Helmholtz-type equations (2005, neutral): “For example, the Cauchy problem (1) and (2), where k 2 C n R, represents the mathematical model for the heat conduction in plate finned-tube heat exchangers [22] for which the temperature and the flux can be measured at some points on the fin, whilst both the temperature and the flux are unknown at ”
Natural convection heat transfer from a heat sink with hollow/perforated circular pin fins (2010, background): “While considerable information exists on convective heat sinks and plate fin arrays [5, 6], the available literature related to natural convection heat transfer from round pin fin arrays is relatively limited, especially those of perforated hollow pin fins.”
Treatment of singularities in the method of fundamental solutions for two-dimensional Helmholtz-type equations (2010, background): “They are often used to describe the vibration of a structure [3,4], the acoustic cavity problem [5,6], the radiation wave [7,8], the scattering of a wave [9,10] and the heat conduction in fins [11,12].”
Recent Advances in Heat Transfer Enhancements: A Review Report (2010, background): “In addition, fins can be attached to the surface as in the works [15–25] or they may have roots in the heated/cooled walls [13].”