1979
DOI: 10.1080/10407787908913413
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An Efficient Numerical Procedure for the Solution of Laminar Flow and Heat Transfer in Coiled Tubes

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Cited by 6 publications
(1 citation statement)
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“…Their analysis is limited to small De and a ; yet their predictions agree well with the experiments of Seban & McLaughlin (1963) and Mori & Nakayama (1965). Numerical studies by Akiyama & Cheng (1971), and Kalb & Seader (1972), among others (Patankar, Pratap & Spalding 1974;Rabadi, Chow & Simon 1979;Simon, Chang & Chow 1977;Yee & Humprey 1979;Zapryanov, Christov & Toshov 1980), provides correlations for the effects of De and Pr on heat-transfer rates for intermediate Dean numbers. A common finding is that the t Dennis (1980) has recently suggested that the discrepancy between Van Dyke's series solution and all previous solutions may be due to 'flow bifurcation '.…”
Section: Introductionmentioning
confidence: 60%
“…Their analysis is limited to small De and a ; yet their predictions agree well with the experiments of Seban & McLaughlin (1963) and Mori & Nakayama (1965). Numerical studies by Akiyama & Cheng (1971), and Kalb & Seader (1972), among others (Patankar, Pratap & Spalding 1974;Rabadi, Chow & Simon 1979;Simon, Chang & Chow 1977;Yee & Humprey 1979;Zapryanov, Christov & Toshov 1980), provides correlations for the effects of De and Pr on heat-transfer rates for intermediate Dean numbers. A common finding is that the t Dennis (1980) has recently suggested that the discrepancy between Van Dyke's series solution and all previous solutions may be due to 'flow bifurcation '.…”
Section: Introductionmentioning
confidence: 60%