Abstract
In 1997, in accordance with the UN framework Convention on climate change (UNFCCC) the Kyoto Protocol was adopted. In the Committee on adaptation (2012) States the need for all countries participating in the UNFCCC to develop national plans and programs for adaptation to conduct a technical study of the process of adaptation in different spheres and primarily in energy-intensive industries such as construction and operation of residential and administrative buildings. Based on the numerical solution of the differential equation that determining one-dimensional heat transfer under nonsteady conditions with constant coefficients, the method of calculation of the temperature distribution over the cross section of the enclosing structure was developed. On the basis of the developed method of determining the number of cycles of freezing and thawing of moisture in the cross sections of the outer wall of the building are calculated. The developed method was tested in the experiment on the exterior walls of operated buildings. The results showed good convergence of the real and calculated temperature values. The calculation of the number of cycles of freezing and thawing on the cross section of the outer wall of the building according to the developed methodology and the experiment showed the same results. The method of numerical assessment of the impact of global climate change on the enclosing structures was developed. The concept of temperature intensity of the year was introduce. The method uses meteorological data of outdoor air temperature for the previous period and the results of calculation of temperature regime of the enclosing structures. The use of this method allowed to calculate the number of cycles of freezing and thawing in cross sections of the outer wall at any time interval, and, therefore, more accurately predict the durability of the enclosing structures.
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References
The Second Assessment Report on Climate Change and Their Consequences on the Territory of the Russian Federation/VM Katsov, SM Semenov (Roshydromet, Moscow, 2014), 58p
IPCC Fifth Assessment Report, WG II Report “Climate Change 2014: Impacts, Adaptation and Vulnerability” (IPCC 2014)
LEG, National Adaptation Plans. Technical Guidelines for the National Adaptation Plan Process (2012)
O.N. Bulygina, V.N. Razuvaev, L.T. Trofimenko, et al., An Array of Average Monthly Air Temperature Data at Russian Stations (VNIIGMI-WDC, Obninsk). Access: http://www.meteo.ru/climate/sp_clim.php (2016)
Russian hydrometeorological portal. Hydrometeorological data of the Russian State Data Foundation on the state of the natural environment http://meteo.ru/
SP 20.13330.2011 “Loads and effects (updated version of SNiP 2.01.07–85*)”
SP 131.13330.2012. “Set of rules. Building climatology (Updated version of SNiP 23–01-99*)”
O.E. Vlasov, Flat heat waves—Izvestiya teplotehnicheskogo institut 3(26) (1927)
K.F. Fokin, Building Thermophysics of Enclosing Parts of Buildings (M.: ABOK-press, 2006), 256p
L.G. Miller, Calculating vapor and heat transfer through walls. Heat Ventil. 35(11), 56–58 (1938)
H.S. Carslow, J.C. Jaeger Conduction of Heat in Solids (Oxford, 1959)
J. Crank, The Mathematics of Diffusion (Oxford, 1975), 414p
W. Buxuan, F. Zhaohong, A theoretical study on the heat and mass transfer in wet porous building materials. J. Eng. Thermophys. 6(1), 60–62 (1985)
Daniel A. De Vries, The theory of heat and moisture transfer in porous media revisited. Int. J. Heat Mass Transf. 30(7), 1343–1350 (1987)
A. Kerestecioglu et al., Theoretical and Computational Investigation of Algorithms for Simultaneous Heat and Moisture Transport in Buildings (Florida, 1989)
J.-T. Hu, X.-H. Ren, F.-Y. Zhao, D. Liu, H.-Q. Wang, Natural convective heat and moisture transfer in an inclined building enclosure with one slender wall of finite thickness: analytical investigation and non-unique steady flow solutions. Int. J. Heat Mass Transf. 104, 1160–1176 (2017)
D.Y. Zheldakov, A.A. Frolov, S.Y. Ivanov, Investigation of strength of masonry walls in the building Kadashevsky baths. Build. Mater. 6, 55–57 (2016)
D.Y. Zheldakov, A.A. Frolov, Segment method for calculating the temperature distribution along the section of the enclosing building structure. Hous. Constr. 6, 36–39 (2017)
A.M. Shklover, Heat Transfer with Periodic Thermal Effects (M.: Gosenergoizdat, 1952), 98p
V.G. Gagarin, P.P. Pastushkov, Determination of the calculated humidity of building materials. Ind. Civil. Constr. 8, 28–33 (2015)
V.G. Gagarin, V.V. Kozlov, K.P. Zubarev, Analysis of the location of maximum moisture in building envelopes with different thickness of the insulating layer. Hous. Constr. 6, 8–12 (2016)
M. Bomberg, Moisture Flow Through Porous Building Materials (Lund Institute of Technology, 1974), Report No. 52, 188p
A.C. Andersson, Verification of Calculation Methods for Moisture Transport in Porous Building Materials (Lund, 1985)
D.H. Everett, The thermodynamics of frost damage to porous solids. Trans. Faraday Soc. 57(9), 1541–1551 (1961)
W.G. Gray, A derivation of the equations for multi-phase transport. Chem. Eng. Sci. 30, 229–233 (1975)
J. Berger, N. Mendes, D. Dutykh, On the optimal experiment design for heat and moisture parameter estimation. Exp. Thermal Fluid Sci. 81, 109–122 (2017)
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Zheldakov, D.Y., Gagarin, V.G. (2019). The Method of Determining Climatic Loads on the Enclosing Structures Taking into Account Global Climate Change. In: Johansson, D., Bagge, H., Wahlström, Å. (eds) Cold Climate HVAC 2018. CCC 2018. Springer Proceedings in Energy. Springer, Cham. https://doi.org/10.1007/978-3-030-00662-4_87
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