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DETERMINING HEAT TRANSMISSION RESISTANCE OF ENCLOSING STRUCTURES

https://doi.org/10.21122/1029-7448-2018-61-1-47-59

Abstract

Fulfillment of the activities aimed to an increase of the thermal resistance of enclosing structures requires the determination of their thermophysical characteristics with the use of the determination method based on the solution of problems of heat conduction, establishing the con- nection between the spatial and temporal temperature changes under the effect of heat source. This work uses the solution of the problem under nonstationary heating of the enclosing structure in the form of unrestricted plate with boundary conditions of the III kind. According to the known relations and graphs alterations in surface temperature depending on warm-up time, on thermal resistance of constructions and on arguments of Fo and Bi, i. e. initial and boundary conditions are determined. The graphic dependencies that have been obtained show that the surface temperature depends on the thermal resistance, while the temperature at the opposite surface during heat expo- sure remains practically unchanged during t = 5 h. Thus, if the outside air temperature is altered, then the rate of change of surface temperature or relative temperature q make it possible to deter- mine the thermophysical characteristics by solving the inverse problem of thermal conductivity with the use of the converted ratio to determine R as a function R = f(q, t). If the constructed graphic dependencies R = f(q, t) are used at different heat transfer coefficients, then according to the measured temperatures at different time intervals it is possible to determine thermal resistance in the same time intervals and, according to their average value, determine the required resistance to heat transfer R. The estimated ratio of analytical and graphic dependencies that we have obtained demonstrate the adequacy of the conducted full-scale measurements, if the areas with homogeneous temperature field and temperature history are chosen, and they can be used in determining the heat resistance of the enclosing structure in the form of unrestricted plate with boundary conditions of the III kind.

About the Authors

B. M. Khroustalev
Belarusian National Technical University
Belarus

Address for correspondence: Khroustalev Boris M. – Belаrusian National Technical University, 150 Nezavisimosty Ave., 220013, Minsk, Republic of Belarus. Tel.: +375 17 265-96-56    tgv_fes@bntu.by



V. D. Sizov
Belarusian National Technical University
Belarus


References

1. Rudenko N. N., Voloshanovskaya I. N. (2001) The Effects of Massiveness on the Maximum Heat Flux. Stroitel'stvo-2001: Materialy Mezhdunar. Nauch.-Prakt. Konf. [Construction-2001: Materials of the International Scientific-and-Practical Conference]. Rostov-on-Don, Rostov State University of Civil Engineering, 84–87 (in Russian).

2. On Approval of Requirements for Energy Passport, Based on the Results of Mandatory Energy Audit and Energy Passport, Compiled on the Basis of Project Documentation and Rules for Sending Copies of the Energy Passports Compiled in Accordance with the Results of Mandatory Energy Audit. Order of the Ministry of Energy of the Russian Federation, 19.04.2010, No 182. Electronic Fund of Legal Normative and Technical Documentation. Available at: http://docs.cntd.ru/document/902220954 (Accessed: 4 September 2017) (in Russian).

3. Fursova I. N., Kapralov A. A. (2013) The Algorithm to Examine the Density of the Heat Flux through the Fence under Non-Stationary Thermal Conditions. Stroitel'stvo-2013: Materialy Mezhdunar. Nauch.-Prakt. Konf. [Construction-2013: Materials of the International Scientific-and-Practical Conference]. Rostov-on-Don, Rostov State University of Civil Engineering, 87–88 (in Russian).

4. Khroustalev B. M., Nesenchuk A. P., Timoshpol'skii V. I., Akel'ev V. D., Sednin V. A., Kopko V. M., Nerez'ko A. V. (2007) Heat and Mass Exchange. Part 1. Minsk: Belarusian National Technical University. 606 (in Russian).

5. Fokin K. F., Tabunshchikov Yu. A., Gagarin V. G. (eds.) (2006) Construction Heat Engineering of Enclosing Parts of Buildings. 5th ed. Moscow, AVOK-Press. 256 (in Russian).

6. Lykov A. V. (1967) Theory of Thermal Conductivity. Moscow, Vysshaya Shkola Publ. 600 (in Russian).

7. Bio M. A. (1975) Variational Principles in the Theory of Heat Transfer. Moscow. Energiya Publ. 209 (in Russian).

8. Shashkov A. G., Volokhov G. M., Abramenko T. N., Kozlov V. P., Lykov A. V. (ed.) (1973) Methods of Determination of Thermal Conductivity and Thermal Diffusivity. Moscow. Ene giya Publ. 336 (in Russian).

9. Pekhovich A. I., Zhidkikh V. M. (1968) Calculations of the Thermal Regime of Solids. Leningrad, Energiya Publ. 304 (in Russian).

10. Khroustalev B. M., Akeliev V. D., Sizov V. D., Zolotoreva I. M. (2010) Towards Diagnostics of Heat Conductivity Resistance of Building Exterior/Outside Fencing Constructions. Energetika. Izvestiya Vysshikh Uchebnykh Zavedenii i Energeticheskikh Ob’edinenii SNG = Energetika. Proceedings of CIS Higher Education Institutions and Power Engineering Associations, (4), 36–43 (in Russian).


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For citations:


Khroustalev B.M., Sizov V.D. DETERMINING HEAT TRANSMISSION RESISTANCE OF ENCLOSING STRUCTURES. ENERGETIKA. Proceedings of CIS higher education institutions and power engineering associations. 2018;61(1):47-59. (In Russ.) https://doi.org/10.21122/1029-7448-2018-61-1-47-59

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ISSN 1029-7448 (Print)
ISSN 2414-0341 (Online)