Theoretical and Experimental Methods for Determining the Heat Transfer Resistance. Literature Review

Number of journal: 6-2021
Autors:

Zubarev K.P.,
Borodulina A.I.,
Gallyamova A.R.

DOI: https://doi.org/10.31659/0585-430X-2021-792-6-9-14
УДК: 699.865

 

AbstractAbout AuthorsReferences
Heat transfer resistance is one of the main heat engineering characteristics which is taken into consideration when designers decide on the possibility of using the building envelope. The differential equation of heat conduction in stationary and non-stationary formulations with boundary conditions of the third kind is shown. The relationship between the heat flow through the fence and its heat transfer resistance is demonstrated. The current state of documentary standard in determining conventional, reduced and required heat transfer resistance is outlined. Scientific methods for determining the heat transfer resistance are demonstrated. T.A. Musorina and M.R. Petrichenko’s works which propose a calculation of the total thermal resistance by decomposing it into reactive and active components are reviewed. The work of O.D. Samarin describing a method for calculating the heat transfer resistance in soil using a quarter of an infinite array and dividing the soil into concentric circles is cited. Above mentioned O.D. Samarin’s method provides more opportunities compared to the classical method of calculating by zones. Furthermore, an overview of the experimental method for determining heat transfer resistance which consists in finding the average value of the heat flux density in each period with a steady temperature regime is presented. In conclusion, the necessity to improve both theoretical and experimental approaches to determining the heat transfer resistance is highlighted.
.P. ZUBAREV1,2, Candidate of Sciences (Engineering) (This email address is being protected from spambots. You need JavaScript enabled to view it.);
A.I. BORODULINA1, Student (This email address is being protected from spambots. You need JavaScript enabled to view it.),
A.R. GALLYAMOVA1, Student (This email address is being protected from spambots. You need JavaScript enabled to view it.)

1 Moscow State University of Civil Engineering (129337, Russia, Moscow, Yaroslavskoye Highway, 26)
2 Research Institute of Building Physics of Russian Academy of Architecture and Construction Science (127238, Russia, Moscow, Lokomotivnyy Driveway, 21)

1. Zubarev K.P., Gagarin V.G. Determining the coefficient of mineral wool vapor permeability in vertical position. Advances in Intelligent Systems and Computing. 2021. Vol. 1259, pp. 593–600. DOI: https://doi.org/10.1007/978-3-030-57453-6_56
2. Gagarin V.G., Akhmetov V.K., Zubarev K.P. Graphical method for determination of maximum wetting plane position in enclosing structures of buildings. IOP Conference Series: Materials Science and Engineering. 2020. Vol. 753. 022046. DOI: 10.1088/1757-899X/753/2/022046
3. Zubarev K.P., Gagarin V.G. Experimental comparison of construction material vapor permeability in case of horizontal or vertical sample position. IOP Conference Series: Materials Science and Engineering. 2018. Vol. 463. 032082. DOI: 10.1088/1757-899X/463/3/032082
4. Gagarin V.G., Akhmetov V.K., Zubarev K.P. Moisture behavior calculation of single-layer enclosing structure by means of discrete-continuous method. MATEC Web of Conferences. 2018. Vol. 170. 03014. DOI: 10.1051/matecconf/201817003014
5. Gagarin V.G., Akhmetov V.K., Zubarev K.P. The moisture regime calculation of single-layered enclosing. IOP Conference Series: Materials Science and Engineering. 2018. Vol. 456. 012105. DOI: 10.1088/1757-899X/456/1/012105
6. Gagarin V.G., Akhmetov V.K., Zubarev K.P. Mathematical model using discrete-continuous approach for moisture transfer in enclosing construction. IOP Conference Series: Materials Science and Engineering. 2018. Vol. 463. 022023. DOI: 10.1088/1757-899X/463/2/022023
7. Gagarin V.G., Akhmetov V.K., Zubarev K.P. Assessment of enclosing structure moisture regime using moisture potential theory. MATEC Web of Conferences. 2018. Vol. 193. 03053. https://doi.org/10.1051/matecconf/201819303053
8. Samarin O.D. Substantiation of the simplified method of determining heat losses through underground parts of building enclosures. Vestnik MGSU. 2016. No. 1, pp. 118–125. (In Russian).
9. Samarin O.D. Calculation of the temperature on the inner surface of the outer corner of the building with a modern level of protection. Izvestiya vy’sshikh uchebny’kh zavedenij. Stroitel’stvo. 2005. No. 8, pp. 52–56. (In Russian).
10. Malyavina E.G., Ivanov D.S. Definition of heat loss for undeground part of building by calculation of three-dimensional soil temperature pattern. Vestnik MGSU. 2011. No. 7, pp. 209–215. (In Russian).
11. Malyavina E.G., Ivanov D.S. Calculation of three-dimensional soil temperature pattern taking into account the soil freezing when determining heat loss. Vestnik MGSU. 2011. No. 3–1, pp. 371–376. (In Russian).
12. Gindoyan A.G., Grushko V.Ya., Sundukov I.Yu. Study of heat loss through floors on the ground. Construction physics in the XXI century: materials of science and technology. conf. / edited by I. L. Shubin. Moscow: NIISF RAASN. 2006, pp. 207–211. (In Russian).
13. Musorina T.A., Petrichenko M.R., Zaborova D.D., Gamayunova O.S. Determination of active and reactive thermal resistance of one-layer building envelopes. Vestnik MGSU. 2020. No. 8, pp. 1126–1134. (In Russian).
14. Musorina T.A., Zaborova D. D., Gamayunova O. S., Petrichenko M.R. Thermal resistance homogeneous enclosure structure. Problems of gas dynamics and heat and mass transfer in power plants: mat. XXII School-seminar of young scientists and specialists under the leadership of Academician of the Russian Academy of Sciences A.I. Leontiev. Moscow: Chance. 2019, pp. 209–211. (In Russian).
15. Kozinets G.L., Loctionova E.A., Musorina T.A., Petrichenko M.R. Thermal resistance of homogeneous isotropic heat-conducting medium. Construction and industrial safety. Stroitel’stvo i tekhnogennaya bezopasnost’. 2019. No. 16, pp. 105–110. (In Russian).
16. Samarin O.D. Energy balance of civil buildings and possible directions of energy saving. Zhilishhnoe Stroitel’stvo [Housing Construction]. 2012. No. 8, pp. 2–4. (In Russian).
17. Samarin O.D. The periodic temperature oscillations in a cylindrical profile with a large thickness. Magazin of civil engineering. 2019. No. 1 (85), pp. 51–58.
18. Kornienko S.V. Problem of thermal protection of extremal walls of modern buildings. Internet-vestnik VolgGASU. Seriya: Polimatematicheskaya. 2013. No. 1, p. 13. (In Russian).
19. Pilipenko N.V., Lazurenko N.V. Method of determining the heat transfer resistance of enclosing structures of buildings for various purposes. Nauchno-tekhnicheskiy vestnik Sankt-Peterburgskogo Gosudarstvennogo Universiteta Informaczionny’kh tekhnologij, mekhaniki i optiki. 2006. No. 31, pp. 73–77. (In Russian).
20. Mogutov V.A. Generalization of the experience of field experimental surveys of housing and communal services facilities. Report of the NIISF RAASN. Moscow. 2005. (In Russian).

For citation: Zubarev K.P., Borodulina A.I., Gallyamova A.R. Theoretical and experimental methods for determining the heat transfer resistance. Literature review. Stroitel’nye Materialy [Construction Materials]. 2021. No. 6, pp. 9–14. (In Russian). DOI: https://doi.org/10.31659/0585-430X-2021-792-6-9-14


Print   Email