2007
DOI: 10.1016/j.expthermflusci.2006.11.008
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Experimental correlation of forced convection heat transfer from a NACA airfoil

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Cited by 29 publications
(18 citation statements)
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“…3C the minimum ambient temperature T amb, min at which the photothermal trap induces melting: Δ T eq ( T amb, min ) = T amb, min . A wide workable region exists for buildings, solar panels ( 36 ), and wind turbines ( 6 , 37 ) that experience a moderate heat transfer coefficient of a few tens of W m −2 K −1 . Figure S3 shows a demonstration experiment of melting using an illumination of 1 sun under shear flow conditions ( h ~ 70 W m −2 K −1 ).…”
Section: Resultsmentioning
confidence: 99%
“…3C the minimum ambient temperature T amb, min at which the photothermal trap induces melting: Δ T eq ( T amb, min ) = T amb, min . A wide workable region exists for buildings, solar panels ( 36 ), and wind turbines ( 6 , 37 ) that experience a moderate heat transfer coefficient of a few tens of W m −2 K −1 . Figure S3 shows a demonstration experiment of melting using an illumination of 1 sun under shear flow conditions ( h ~ 70 W m −2 K −1 ).…”
Section: Resultsmentioning
confidence: 99%
“…Experimental data combined with dimensionless variables can be used to develop convenient correlations that summarize the main trends resulting from complicated flow fields. For example, Wang et al [25] showed that experimental data of droplet flow impingement on a wind turbine airfoil will collapse consistently onto a single normalized correlation of Nu/Pr 1/3 at varying Prandtl numbers. Furthermore, it was shown that the functional form of the Hilpert correlation can effectively accommodate measured data for a wind turbine airfoil over a range of Reynolds numbers [26].…”
Section: Dimensional Analysis With the Buckingham-pi Theoremmentioning
confidence: 97%
“…Thus, the maximum value of the external heat transfer coefficient (h ext ) will occur near the leading edge where the boundary layer is thinnest. This kind of spatial variation of h ext is typically seen in experimental studies (Wang et al 2007). However, in the absence of actual experimental data for the spatial variation of h ext for a NACA0012 airfoil immersed in the hot gases in a typical gas turbine flow path, we propose to model this expected spatial variation of the h ext through a simplified relationship of the form of:…”
Section: Heat Transfer Model For Fgm Turbine Bladementioning
confidence: 98%