The IUP Journal of Mechanical Engineering
The Effect of Optimum Entransy Dissipation Number on the Performance of Heat Exchanger
Article Details
| Pub. Date | :Feb, 2019 |
|---|---|
| Product Name | : The IUP Journal of Mechanical Engineering |
| Product Type | : Article |
| Product Code | : IJME31902 |
| Author Name | : Roopesh Tiwari and Govind Maheshwari |
| Availability | : YES |
| Subject/Domain | : Management |
| Download Format | : PDF Format |
| No. of Pages | : 13 |
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Abstract
The paper introduces a new concept of optimum entransy dissipation number to evaluate the heat exchanger performance. The analytical model presented is based on entransy which represents the heat transfer ability of an object. The lower the entransy dissipation, the higher the heat transfer ability of an object. The parallel flow and counter flow arrangements are analyzed. The analysis shows that the optimum entransy dissipation number, which is a non-dimensional parameter, has a decreasing trend with the increasing number of transfer units for both parallel flow and counter flow arrangement. The counter flow arrangement yields better result compared to parallel flow arrangement. The variation of optimum entransy dissipation number is compared with the variation of entransy dissipation number. The results show similar pattern; hence, the optimum entransy dissipation number can be used to characterize the heat exchanger performance.
Description
In the past several years, numerous techniques have been developed, leading to
increased performance of the heat exchanger. These techniques have drastically reduced
energy consumption, simultaneously reducing the cost of the equipments.
Several theories and methods based on minimum irreversibility and entropy
generation have been developed to optimize heat transfer (Bejan, 1977; Bejan, 1982;
Aceves et al., 1989; Sekulic, 1990; Shah and Skiepko, 2004; and Mohamed, 2006).
The concept of heat exchanger efficiency based on optimum heat transfer has been
introduced (Fakheri, 2003a, 2003b and 2006). Further, it has been proved that the
efficiency of wide varieties of heat exchangers is comparable to the efficiency of a fin
having constant area with its tip insulated (Fakheri, 2007). A new physical quantity,
entransy, resembling the energy stored in a capacitor has been defined by Guo et al.
Keywords
Effectiveness, Efficiency, Entransy, Entransy dissipation number, Optimum entransy dissipation number, Heat exchanger
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