The method of calculating the parameters of a heat exchanger with porous inserts based on the obtained criterion equation

Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy


Release:

2023. Vol. 9. № 3 (35)

Title: 
The method of calculating the parameters of a heat exchanger with porous inserts based on the obtained criterion equation


For citation: Rydalina, N. V., Stepanov, O. A., Shabarov, A. B., & Aleksandrov, M. A. (2023). The method of calculating the parameters of a heat exchanger with porous inserts based on the obtained criterion equation. Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy, 9(3), 28–45. https://doi.org/10.21684/2411-7978-2023-9-3-28-45

About the authors:

Natalia V. Rydalina, Assistant of Department of Industrial Heat Power Engineering, Industrial University of Tyumen; rydalinanv@tyuiu.ru; ORCID: 0000-0002-5628-188X

Oleg A. Stepanov, Dr. Sci. (Engin.), Professor, Head of Department of Industrial Heat Power Engineering, Industrial University of Tyumen; stepanovoa@tyuiu.ru; ORCID: 0000-0002-9202-2885

Aleksandr B. Shabarov, Dr. Sci. (Tech.), Professor, Honored Scientist of the Russian Federation, Professor of the Department of Applied and Technical Physics, Institute of Physics and Technology, University of Tyumen; a.b.shabarov@utmn.ru; eLibrary AuthorID, ORCID, ResearcherID, ScopusID

Mikhail A. Aleksandrov, Cand. Sci. (Tech.), Associate Professor, Department of Transportation of Hydrocarbon Resources, Industrial University of Tyumen, Tyumen, Russia, aleksandrovma@tyuiu.ru

Abstract:

The issues of improving the efficiency of heat exchange equipment are relevant. Heat exchange equipment is used in various industries. Porous metals have proven themselves well when used in heat exchange systems of gas turbine and rocket engines, laser mirror systems, nuclear reactors and other similar systems to increase the efficiency of heat exchange. The use of porous structures is effective due to a significant increase in the heat exchange area. The paper presents the results of experimental and theoretical studies of the efficiency of using porous aluminum inserts in the construction of a shell-and-tube heat exchanger. The efficiency of using porous aluminum inserts in the construction of a shell-and-tube heat exchanger has been experimentally shown. A similarity equation is obtained for calculating the Nusselt criterion, which makes it possible to find the heat transfer coefficient, and as a consequence, heat transfer for the coolant flowing through porous inserts in the inter-tube space of the heat exchanger. A cluster model was used to calculate the heat exchange area from the side of the coolant flowing through the pairs. The correspondence of the obtained calculation formula with the results of the experimental work is shown. A method of thermal calculation of a heat exchanger with porous aluminum inserts using a cluster model and the obtained criterion equation for calculating the heat transfer coefficient is proposed. The conclusion is made about the expediency of using porous metals in heat exchange structures.

References:

Genbach, A. A., & Bondartsev, D. Yu. (2019). Modeling of thermal stresses destroying the porous coating of heat-exchange surfaces of power plants. Power Engineering: Research, Equipment, Technology, 21(3), 117–125. https://doi.org/10.30724/1998-9903-2019-21-3-117-125 [In Russian]

Dementev, A. I., Podoplelov, E. V., Martynyuk, V. V., & Korchevin, N. A. (2017). Equipment for applying a porous metallic coating on the surface of heat exchanger tubes development. Modern Technologies. System Analysis. Modeling, 2(54), 49–54. [In Russian]

Ediseeva, I. I., Kurysheva, S. V., Gordienko, N. M., Babaeva, I. V., Kosteeva, T. V., & Mihaj­lov, B. A. (2005). A workshop on econometrics. Finance and Statistics. [In Russian]

Ilyushchanko, A. Ph., Charniak, I. M., Kusin, R. А., Kusin, A. R., & Eremin, E. N. (2018). The process of obtaining of porous permeable materials by electric current sintering of metal powders, fibers and nets. Dynamics of Systems, Mechanisms and Machines, 6(2), 191–196. https://doi.org/10.25206/2310-9793-2018-6-2-191-196 [In Russian]

Isachenko, V. P., Osipova, V. A., & Sukomel, A. S. (1981). Heat transfer. Energoizdat. [In Russian]

Karpovich, E. V. (2019). Confirmation of the generalized criterial equation of convective heat exchange for porous structures experimental way. Agrotekhnika i energoobespechenie, 1(22), 106–117. [In Russian]

Kirsanov, Yu. A., Nazipov, R. A., Danilov, V. A., & Bashkirtsev, G. V. (2010). The mathema­tical model of thermal processes and the technique of heat exchange research in the porous cylin­der. Izvestia of Samara Scientific Center of the Russian Academy of Sciences, 12(4), 90–96. [In Russian]

Kirsanov, Yu. A., Nazipov, R. A., & Danilov, V. A. (2011). Heat transfer between a porous body and a single-phase flow of the heat carrier. High Temperature, 49(2), 227–235.

Konovalov, D. A. (2017). Development and analysis of models of heat transfer in compact porous heat exchangers of aero space control systems. Vestnik of Samara University. Aerospace and Mechanical Engineering, 16(2), 36–46. [In Russian]

Laptev, A. G., Nikolaev, N. A., & Basharov, M. M. (2011). Methods of intensification and modeling of heat and mass transfer processes. Teplotekhnik. [In Russian]

Laptev, A. G., Farakhov, T. M., & Dudarovskaya, O. G. (2015). Efficiency of heat transfer in a channel with a packed chaotic and grainy layers. Vestnik Kazanskogo gosudarstvennogo energeticheskogo universiteta, (1), 79–92. [In Russian]

Lobanov, I. E., & Nizovitin, A. A. (2013). The general theory of intensified heat exchange and the effectiveness of its application for promising compact heat exchangers used in mo­dern metallurgical production. Tekhnologiya materialov, 1(2), 3–42. [In Russian]

Miheev, M. A., & Miheeva, I. A. (1977). Fundamentals of heat transfer. Energiya. [In Russian]

Pelevin, F. V., Avraamov, N. I., Orlin, S. A., & Sintsov, A. L. (2013). Heat exchange efficiency in porous structural elements of liquid-propellant rocket engines. Engineering Journal: Science and Innovation, (4), 1–14. [In Russian]

Popov, I. A. (2007). Hydrodynamics and heat transfer in porous heat exchange elements and apparatuses. Center of Innovative Technologies. [In Russian]

Rozenberg, G. D., Astrahan, I. M., Evgenev, A. E., & Kochina, I. N. (1990). Collection of problems in hydraulics and gas dynamics for oil universities. Nedra. [In Russian]

Cvetkov, O. B., & Laptev, Yu. A. (2013). Tables of refrigerants properties. ITMO University; The Institute of Refrigeration and Biotechnology (IRBT). [In Russian]

Shabarov, A. B. (2013). Fluid dynamics: a training manual (2nd ed.). University of Tyumen. [In Russian]

Davletbaev, V., Rydalina, N., & Antonova, E. (2018). Experimental investigation of the heat exchange intensity. MATEC Web of Conferences, 245, Article 07002. https://doi.org/10.1051/matecconf/201824507002

Rashidi, S., Kashefi, M. H., Kim, K. Ch., & Samimi-Abianeh, O. (2019). Potentials of porous materials for energy management in heat exchangers — A comprehensive review. Applied Energy, 243, 206–232. https://doi.org/10.1016/j.apenergy.2019.03.200

Stepanov, O., Aksenov, B., Rydalina, N., & Antonova, E. (2019). Heat-exchange units with porous inserts. E3S Web of Conferences, 140, Article 05006.