Heat transfer in laminar flow through cylindrical tubes
Article
Received:
- 93 Downloads
- 19 Citations
Summary
The problem of heat transfer occurring when a hot liquid passes in laminar flow from a hot into a cold tube is here reviewed and the solution extended to the case of finite transmissivity of the tube wall. Calculations have been carried out for three finite values of the dimensionless numberNu′=k′D/λ. The graphs thus obtained allow interpolation for all values ofNu′ from 0 to ∞. A simple method for calculating the totalNu for arbitrary cases is suggested. Finally some mathematical properties of the differential equations and the functions occurring in this problem and in the analogous problem of heat transfer in flow between parallel plates are summarized.
Keywords
Heat Transfer Nusselt Number Parallel Plate Cylindrical Tube Whittaker Function
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.
Preview
Unable to display preview. Download preview PDF.
References
- 1).Purday, H. F. P., Streamline flow, Constable, London 1949.MATHGoogle Scholar
- 2).Prins, J. A., J. Mulder and J. Schenk, Appl. sci. Res.A2 (1950) 431.Google Scholar
- 3).Does de Bye, J. A. W. van der and J. Schenk, Appl. sci. Res.A3 (1952) 308.Google Scholar
- 4).Mulder, J., private communication.Google Scholar
- 5).See for this solution e.g. M. Jakob, Heat transfer, London-New York 1949.Google Scholar
- 6).Lee, A., W. O. Nelson, V. H. Cherry and L. M. K. Boelter, Proc. 5th Int. Congr. appl. Mech. (1938) 571.Google Scholar
- 7).Lauwerier, H. A., Appl. sci. Res.A2 (1950) 184.MathSciNetGoogle Scholar
- 8).Goffart, G., private communication.Google Scholar
- 9).A more detailed treatment will probably be given in a following paper.Google Scholar
- 10).Whittaker, E. T. and G. N. Watson, Modern Analysis, Cambridgr 1927, Ch. XVI.Google Scholar
Copyright information
© Martinus Nijhoff, The Hague/Kluwer Academic Publishers 1953