1995
DOI: 10.1016/0894-1777(94)00093-n
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Flow and heat transfer in compact louvered fin surfaces

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Cited by 58 publications
(22 citation statements)
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“…Numerous efforts have been made to successfully predict the critical Reynolds number through correlations. Cowell et al [34], and Webb and Trauger [23] presented their correlations for critical Reynolds number that are shown in Equations (12) [34] correlation also show some offset, but they are relatively more accurate than those of Webb and Trauger [23]. The critical Reynolds number values calculated in this study are also compared with the ones published by Kim and Cho [21], and they performed an experimental study using geometries having F d of 20 mm only.…”
Section: Critical Reynolds Numbermentioning
confidence: 59%
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“…Numerous efforts have been made to successfully predict the critical Reynolds number through correlations. Cowell et al [34], and Webb and Trauger [23] presented their correlations for critical Reynolds number that are shown in Equations (12) [34] correlation also show some offset, but they are relatively more accurate than those of Webb and Trauger [23]. The critical Reynolds number values calculated in this study are also compared with the ones published by Kim and Cho [21], and they performed an experimental study using geometries having F d of 20 mm only.…”
Section: Critical Reynolds Numbermentioning
confidence: 59%
“…Numerous efforts have been made to successfully predict the critical Reynolds number through correlations. Cowell et al [34], and Webb and Trauger [23] presented their correlations for critical Reynolds number that are shown in Equations (12) …”
Section: Critical Reynolds Numbermentioning
confidence: 99%
“…The correlation presented by Cowell et al [28] (for Lp/Fp≤1) shows better results compared to the one formulated by Webb and Trauger [23] because of its dependency on the fin pitch parameter. Webb and Trauger (for Lp/Fp≤1.31) only associated the critical Reynolds number with louver angle, which predicts the critical Reynolds number values far from true values.…”
Section: Critical Reynolds Numbermentioning
confidence: 82%
“…Numerous efforts have been made to successfully predict the critical Reynolds number through correlations. Cowell et al [28], Webb and Trauger [23] presented their correlations for critical Reynolds number that are shown in Eq. (12) …”
Section: Critical Reynolds Numbermentioning
confidence: 99%
“…The effect of fin pitch and the number of tube rows on heat performance was studied by Somchai and Yutasak [6] and followed by others such as Manglik et al [7] who analyzed the effects of fin density on a low Reynolds number forced convection in threedimensional wavy plate fin compact channels. Besides, there are some studies through which the effect of tube shape or location on the performance of heat exchangers have been investigated [8][9][10][11][12][13]. Yonghan Kim [14] studied the effect of a large fin pitch on heat transfer characteristics in heat exchangers both numerically and experimentally.…”
Section: Introductionmentioning
confidence: 99%