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Stream/Area:
-
Subject:
-
Paper ID:
IJSREM66591
Volume:
10 |
8 |
Aug 2026
Pages:
1-5
Publication Frequency:
Monthly (12 issues per year)
License:International Journal of Scientific Research in Engineering and Management follows the Creative Commons Attribution 4.0 (CC BY 4.0) License, allowing free use and distribution with proper attribution.
Department of Mechanical Engineering
PCST, Indore
Department of Mechanical Engineering
PCST, Indore
Department of Mechanical Engineering
PCST, Indore
Department of Mechanical Engineering
PCST, Indore
In the present study, the thermo-fluid characteristics of the triple concentric-tube heat exchanger focus of those research is especially on conventional three -fluid heat exchangers. Consequently, engaging in an investigation on three-fluid warmth exchangers would be a tremendous attempt. In this examine optimization of the heat switch and pressure drop characteristics of heat from triple concentric tubes exchanger has been completed based totally on CFD effects. Response surface technique (RSM) approaches were carried out to develop an optimum response as well as a functional relationship primarily based on the studied variety of design/control parameters. The (Nu) Nusselt number and (F) friction factor were chosen as response variables, whereas Reynolds number and length to hydraulic diameter ratio were employed as design variables. The input variable is used to construct a mathematical model using RSM in this study.
KEYWORDS
Numerical simulation of triple concentric tube heat exchanger and thermal hydraulic performance using CFD and optimization using RSM and Taguchi method: After the numerical approach was validated, optimization was carried out to build a functional relationship between design elements and response variables, as well as to determine the best values for a variety of design variables. Reynolds number (Re: 2500–10,000) and length to hydraulic diameter ratio (L/Dh: 100–220) are the design parameters evaluated. The response variables have been chosen as Nusselt number (Nu) and friction factor (f). The basic conclusions of this work have been summarized as follows- i. Based on the results of numerical simulation and multi-objective optimization. From Figure, that the first Level provides maximum value of Nusselt number. (a) Reynolds number A1 2500 (b) Length to hydraulic diameter ratio B2 180 ii. From Figure, that the first Level provides minimum value of pressure drop (friction factor) (a) Reynolds number A1 2500 (b) Length to hydraulic diameter ratio B2 180. iii. Table shows the ANOVA result for friction factor. It is observed that the Reynolds number (P=0.000) (54.08 %) is most influences the friction factor followed by hydraulic diameter ratio (P= 0.000) (40.33%) iv. The F-test determines whether the parameters are significantly different statistically. The greater the impact on the friction factor performance characteristics, the higher the F value [15]. For Reynolds number (P=0.000), larger F values are found (58.57 %) v. Table 4.3 shows the ANOVA result for Nusselt number. It is observed that the Reynolds number (P=0.000) (54.08 %) is most influences the friction factor followed by hydraulic diameter ratio (P= 0.000) (37.53%) vi. The predicted value of the response variables is precisely closer to the numerical results and hence, it has helped in reducing the size of the required data as the RSM provides useful interaction between the various parameters of the system.
[1] J. Y. Long, D. S. Zhu, “Numerical and experimental study on heat pump water heater with PCM for thermal storage”, Energy Build. 40 (2023) 666-672, https://doi.org/10.1016/j. enbuild.2007.05.001. [2] Carlos A. Zuritz, On the design of triple concentric-tube heat exchanger, Journal of Food Process Engineering 21 (2023) 113-130. [3] Ahmet Ǖnal, Theoretical analysis of triple concentric-tube heat exchangers part-1: mathematical modeling, International Communications in Heat and Mass Transfer 25 (2022) 949-958.
Publication Date
8/7/2026
Peer Review Type
Double-Blind Peer Review
Review Rounds: 2
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