Abstract

This paper deals with the temperature field of the shell and tube heat exchanger with segmental baffles. Two different types of shell and tube heat exchangers were analysed by a numerical model for thermal-hydraulic rating called the cell method. The cell method is a numerical computational model for calculating of temperature field of a shell and tube heat exchanger with segmental baffles. A huge benefit of the cell method is especially its simplicity. The computation of temperature field by the cell method is very fast and without the necessity of powerful hardware accessories. For analyses, two different types of shell and tube heat exchangers with segmental baffles were used. First, a co-current flow heat exchanger with a floating head and second a counter-current flow heat exchanger with a fixed tubesheet. Both analysed heat exchangers are horizontal, have one tube and one shell pass and segmental baffles. The results from cell method were compared with results from the commercial software for thermal-hydraulic rating HTRI, which is one of the most widely used commercial software for solving thermal-hydraulic rating of heat exchangers. The scope of this paper is to assess how exact the cell method is and if its results are useful for a mechanical design of shell and tube heat exchanger with segmental baffles.

Highlights

  • Heat exchangers are used in wide range of industries to facilitate heat transfer between two fluids at different temperatures [1]

  • Comparing of solutions results The commercial software for thermal-hydraulic rating HTRI was used for validation of cell method results

  • The cell method can be used for calculation of temperature field of the shell and tube heat exchanger

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Summary

IOP Publishing

Series: Materials Science and Engineering 776 (2020) 012045 doi:10.1088/1757-899X/776/1/012045. Computation of temperature field by cell method and comparing with commercial software

Introduction
Published under licence by IOP Publishing Ltd
Notation nT nS nB Bafcut THin THout TCin TCout mH
Nb Nt Ntube mC mH TCin THin Lt
Hot Air
Length coordinate
Conclusion
Full Text
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