ASME/JSME 2007 Thermal Engineering Heat Transfer Summer Conference, Volume 2 2007
DOI: 10.1115/ht2007-32219
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Validation of a General Heat Transfer Correlation for Non-Boiling Two-Phase Flow With Different Flow Patterns and Pipe Inclination Angles

Abstract: A general heat transfer correlation for non-boiling gas-liquid two-phase flow with different flow patterns and inclination angles was developed. To verify the correlation, local heat transfer coefficients and flow parameters were measured for air-water flow in a pipe for the horizontal and slightly upward inclined (2°, 5°, and 7°) positions, and all the flow patterns in the entire flow map. The test section was a 27.9 mm stainless steel pipe with a length to diameter ratio of 95. A total of 763 data points wer… Show more

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Cited by 9 publications
(8 citation statements)
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“…For annular flow regime, the proposed correlation gave the best performance by predicting 94.4% and 100% of the data points within ±20% and ±30% error bands, respectively. The next best performance was by Shah [16] followed by Tang and Ghajar [18]. These correlations predicted 86.1% and 77.8% of data points within ±20% error bands and 100% and 94.4% of data points within ±30% error bands, respectively.…”
Section: Absolute Mean Error (%) =mentioning
confidence: 88%
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“…For annular flow regime, the proposed correlation gave the best performance by predicting 94.4% and 100% of the data points within ±20% and ±30% error bands, respectively. The next best performance was by Shah [16] followed by Tang and Ghajar [18]. These correlations predicted 86.1% and 77.8% of data points within ±20% error bands and 100% and 94.4% of data points within ±30% error bands, respectively.…”
Section: Absolute Mean Error (%) =mentioning
confidence: 88%
“…The correlation of Knott et al [14] did not meet the satisfactory performance criterion for ±20% error bands but predicted 89.5% of data points within the relaxed criterion of ±30% error bands. In addition to these the correlations of Tang and Ghajar [18] and Shah [16] showed their potential to predict the two phase heat transfer data in vertical downward flow. Both of these correlations predicted more than 75% and 90% of the data points for relaxed performance criteria of ±30% and ±40%, respectively.…”
Section: Absolute Mean Error (%) =mentioning
confidence: 94%
“…Tang and Ghajar (2007) showed that Eq. (16) has the robustness that it can be applied with different void fraction correlations.…”
Section: A General Two-phase Heat Transfer Correlation For Various Flmentioning
confidence: 97%
“…(16) was validated with a total of 986 experimental data points for different flow patterns in horizontal and slightly inclined air-water two-phase pipe flows Kim and Ghajar, 2006;Tang and Ghajar, 2007). Equation (16), performed relatively well by predicting over 85% of the experimental data points to within ±30% for 0°, 2°, 5°, and 7°pipe orientations.…”
Section: Comparison Of General Heat Transfer Correlation With Experimmentioning
confidence: 99%
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