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Year 2022, Volume: 35 Issue: 3, 1102 - 1114, 01.09.2022
https://doi.org/10.35378/gujs.873380

Abstract

References

  • [1] ISO 13786 Thermal performance of building components - Dynamic thermal characteristics Calculation methods, European Committee for Standardization, 22, (2007).
  • [2] Verbeke, S., Audenaert, A., “Thermal inertia in buildings: a review of impacts across climate and building use”, Renewable and Sustainable Energy Reviews, 82(3): 2300-2318, (2018).
  • [3] Aste, N., Angelotti, A., Buzzetti, M., “The influence of the external walls thermal inertia on the energy performance of well insulated buildings”, Energy and Buildings, 41(11): 1181-1187, (2009).
  • [4] Hu, R., Liu, G., Niu, J., “The ımpacts of a building’s thermal mass on the cooling load of a radiant system under various typical climates”, Energies, 13(6): 1356, (2020).
  • [5] Williams, S., Short, M., Crosbie, T., “On the use of thermal inertia in building stock to leverage decentralised demand side frequency regulation services”, Applied Thermal Engineering, 133: 97-106, (2018).
  • [6] Asan, H., “Investigation of wall’s optimum insulation position from maximum time lag and minimum decrement factor point of view”, Energy and Buildings, 32(2): 197–203, (2000).
  • [7] Bellahcene, L., Cheknane, F., Bekkouche, S., Sahel, D., “The effect of the thermal inertia on the thermal transfer in building wall”, E3S Web Conf., 22: 00013, (2017).
  • [8] Oktay, H., Argunhan, Z., Yumrutaş, R., Işık, M., Budak, N., “An ınvestıgatıon of the ınfluence of thermophysıcal propertıes of multılayer walls and roofs on the dynamıc thermal characterıstıcs”, Mugla Journal of Science and Technology, 2(1): 48-54, (2016).
  • [9] Asan, H., Sancaktar, Y. S., “Effects of Wall’s thermophysical properties on time lag and decrement factor”, Energy Build, 28(2): 159-166, (1998).
  • [10] Avendaño-Vera, C., Martinez-Soto, A., Marincioni, V., “Determination of optimal thermal inertia of building materials for housing in different Chilean climate zones”, Renewable and Sustainable Energy Reviews, 131: 110031, (2020).
  • [11] Oktay, H., Yumrutaş, R., Argunhan, Z., “An experimental investigation of the effect of thermophysical properties on time lag and decrement factor for building elements”, Gazi University Journal of Science, 33(2): 492-508, (2020).
  • [12] Evangelisti, L., Guattari, C., Gori, P., Asdrubali, F., “Assessment of equivalent thermal properties of multilayer building walls coupling simulations and experimental measurements”, Building and Environment, 127: 77-85, (2018).
  • [13] Neya, I., Yamegueu, D., Coulibaly, Y., Messan, A., Sountong-Noma Ouedraogo A., “Impact of insulation and wall thickness in compressed earth buildings in hot and dry tropical regions”, Journal of Building Engineering, 33: 101612, (2021).
  • [14] Orosa, José A., Oliveira, Armando C., “A field study on building inertia and its effects on indoor thermal environment”, Renewable Energy, 37(1): 89-96, (2012).
  • [15] Rakshit, D., O'Leary, T., Hogan, R., Robinson, A., Byrne, A., “The use of three-dimensional conjugate CFD to enhance understanding of, and to verify, multi-modal heat transfer in dynamic laboratory test walls”, Civil Engineering Research in Ireland, 3: 364-369, (2020).
  • [16] Toure, P., Dieye, Y., Momar Gueye, P., Sambou, V., Bodian, S., Tiguampo, S., “Experimental determination of time lag and decrement factor”, Case Studies in Construction Materials, 11: e00298, (2019).
  • [17] Ulgen, K., “Experimental and theoretical investigation of effects of wall’s thermophysical properties on time lag and decrement factor”, Energy and Buildings, 34(3): 273-278, (2002).
  • [18] Asan, H., “Numerical computation of time lags and decrement factors for different building materials”, Building and Environment, 41: 615–620, (2006).
  • [19] Kontoleon, K., Eumorfopoulou, E., “The influence of wall orientation and exterior surface solar absorptivity on time lag and decrement factor in the Greek region”, Renewable Energy, 33(7): 1652-1664, (2008).
  • [20] Netam, N., Sanyal, S., Bhowmi̇ck, S., “A mathematical model featuring time lag and decrement factor to assess indoor thermal conditions in low-income-group house”, Journal of Thermal Engineering, 6(2): 114-127, (2020).
  • [21] Carslaw, H., Jaeger, J., Conduction of Heat in Solids, 2nd edition. Oxford University Press, London, (1959).
  • [22] Shklover, A. M., Heat transfer under periodic thermal influences, Gosenergoizdat, Moskow, 160, (1961).
  • [23] Samarskii, A., Goolin, A., Numerical methods, Moskow, Nauka, Main Editorial bord for Physical and Mathematical Literature, 432, (1989).
  • [24] Belyaev, N., Ryadno, A., Mathematical methods of heat conduction: textbook, Kiev, Higher school, 415, (1992).
  • [25] Vanichev, A. P., “An approximate method for solving heat conduction problems with variable constants”, Proceedings of the Academy of Sciences of the USSR. Department of Engineering Sciences, 12: 1767-1774, (1946).
  • [26] Voitko, A. A., “Heat and mass transfer when freezing fruits and vegetables in fluidization apparatuses”, PhD Thesis, Odessa Institute of Low-Temperature Engineering and Energetics, Odessa, 310, (1989).
  • [27] Mironchuk, Yu. A., “Approximation of compicated nonlinear boundary conditions in finite-difference modeling of heat exchange processes in cold chambers thermal insulation”, Refrigeration engineering and technology, 4(78): 17-20, (2002).
  • [28] Chumak, I., Nikulshina, D., Refrigeration units. Design: Textbook manual for universities, Kiev: Higher school. Head publishing house, 280, (1988).
  • [29] Chumak, I., Lagutin, A., Chepurnenko, V., Laryanovsky, S., etc. Refrigeration units. Design: Textbook. Edited by Doctor of Technical Sciences Professor Chumak I., - 3rd editions, revised and enlarged, Odessa: Druk, 480, (2007).

Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation

Year 2022, Volume: 35 Issue: 3, 1102 - 1114, 01.09.2022
https://doi.org/10.35378/gujs.873380

Abstract

The thermal inertia of the wall manifests itself as a damping of amplitude (Decrement Factor) as well as a temperature wave phase lag (Time Lag) upon its passing through the wall. The objective of the research was to highlight the utilization prospects of these phenomena in the building envelops of large refrigerated warehouses. Numerical methods were used for nonlinear, non-stationary processes simulation. The relationship of the refrigeration cycle to the thermo-insulating walls of the cold store in the conditions of daily external temperature oscillations and solar radiation flux has been studied. As the ambient temperature rises, the power efficiency of the refrigeration cycle is decreasing and the need to increase the compressor displacement is growing. If the value of the phase delay in the wall is optimum, the daily minimum of the heat leakage through the wall enters the chamber with the phase shift for the period of maximum daily external temperature. This enables to smooth out the daily oscillations amplitudes of the heat load of the refrigerating machine as well as compressor power rating and to approximate their peak values closer to the average daily ones. The study had been concluded by demonstrating the possibility of reduction in: heat exchange areas for both condenser and evaporator, receiver volume, diameter of pipelines, material cost. Better conditions for temperature stabilization in the cold store will enhance the keeping quality and prolong the food products shelf life.

References

  • [1] ISO 13786 Thermal performance of building components - Dynamic thermal characteristics Calculation methods, European Committee for Standardization, 22, (2007).
  • [2] Verbeke, S., Audenaert, A., “Thermal inertia in buildings: a review of impacts across climate and building use”, Renewable and Sustainable Energy Reviews, 82(3): 2300-2318, (2018).
  • [3] Aste, N., Angelotti, A., Buzzetti, M., “The influence of the external walls thermal inertia on the energy performance of well insulated buildings”, Energy and Buildings, 41(11): 1181-1187, (2009).
  • [4] Hu, R., Liu, G., Niu, J., “The ımpacts of a building’s thermal mass on the cooling load of a radiant system under various typical climates”, Energies, 13(6): 1356, (2020).
  • [5] Williams, S., Short, M., Crosbie, T., “On the use of thermal inertia in building stock to leverage decentralised demand side frequency regulation services”, Applied Thermal Engineering, 133: 97-106, (2018).
  • [6] Asan, H., “Investigation of wall’s optimum insulation position from maximum time lag and minimum decrement factor point of view”, Energy and Buildings, 32(2): 197–203, (2000).
  • [7] Bellahcene, L., Cheknane, F., Bekkouche, S., Sahel, D., “The effect of the thermal inertia on the thermal transfer in building wall”, E3S Web Conf., 22: 00013, (2017).
  • [8] Oktay, H., Argunhan, Z., Yumrutaş, R., Işık, M., Budak, N., “An ınvestıgatıon of the ınfluence of thermophysıcal propertıes of multılayer walls and roofs on the dynamıc thermal characterıstıcs”, Mugla Journal of Science and Technology, 2(1): 48-54, (2016).
  • [9] Asan, H., Sancaktar, Y. S., “Effects of Wall’s thermophysical properties on time lag and decrement factor”, Energy Build, 28(2): 159-166, (1998).
  • [10] Avendaño-Vera, C., Martinez-Soto, A., Marincioni, V., “Determination of optimal thermal inertia of building materials for housing in different Chilean climate zones”, Renewable and Sustainable Energy Reviews, 131: 110031, (2020).
  • [11] Oktay, H., Yumrutaş, R., Argunhan, Z., “An experimental investigation of the effect of thermophysical properties on time lag and decrement factor for building elements”, Gazi University Journal of Science, 33(2): 492-508, (2020).
  • [12] Evangelisti, L., Guattari, C., Gori, P., Asdrubali, F., “Assessment of equivalent thermal properties of multilayer building walls coupling simulations and experimental measurements”, Building and Environment, 127: 77-85, (2018).
  • [13] Neya, I., Yamegueu, D., Coulibaly, Y., Messan, A., Sountong-Noma Ouedraogo A., “Impact of insulation and wall thickness in compressed earth buildings in hot and dry tropical regions”, Journal of Building Engineering, 33: 101612, (2021).
  • [14] Orosa, José A., Oliveira, Armando C., “A field study on building inertia and its effects on indoor thermal environment”, Renewable Energy, 37(1): 89-96, (2012).
  • [15] Rakshit, D., O'Leary, T., Hogan, R., Robinson, A., Byrne, A., “The use of three-dimensional conjugate CFD to enhance understanding of, and to verify, multi-modal heat transfer in dynamic laboratory test walls”, Civil Engineering Research in Ireland, 3: 364-369, (2020).
  • [16] Toure, P., Dieye, Y., Momar Gueye, P., Sambou, V., Bodian, S., Tiguampo, S., “Experimental determination of time lag and decrement factor”, Case Studies in Construction Materials, 11: e00298, (2019).
  • [17] Ulgen, K., “Experimental and theoretical investigation of effects of wall’s thermophysical properties on time lag and decrement factor”, Energy and Buildings, 34(3): 273-278, (2002).
  • [18] Asan, H., “Numerical computation of time lags and decrement factors for different building materials”, Building and Environment, 41: 615–620, (2006).
  • [19] Kontoleon, K., Eumorfopoulou, E., “The influence of wall orientation and exterior surface solar absorptivity on time lag and decrement factor in the Greek region”, Renewable Energy, 33(7): 1652-1664, (2008).
  • [20] Netam, N., Sanyal, S., Bhowmi̇ck, S., “A mathematical model featuring time lag and decrement factor to assess indoor thermal conditions in low-income-group house”, Journal of Thermal Engineering, 6(2): 114-127, (2020).
  • [21] Carslaw, H., Jaeger, J., Conduction of Heat in Solids, 2nd edition. Oxford University Press, London, (1959).
  • [22] Shklover, A. M., Heat transfer under periodic thermal influences, Gosenergoizdat, Moskow, 160, (1961).
  • [23] Samarskii, A., Goolin, A., Numerical methods, Moskow, Nauka, Main Editorial bord for Physical and Mathematical Literature, 432, (1989).
  • [24] Belyaev, N., Ryadno, A., Mathematical methods of heat conduction: textbook, Kiev, Higher school, 415, (1992).
  • [25] Vanichev, A. P., “An approximate method for solving heat conduction problems with variable constants”, Proceedings of the Academy of Sciences of the USSR. Department of Engineering Sciences, 12: 1767-1774, (1946).
  • [26] Voitko, A. A., “Heat and mass transfer when freezing fruits and vegetables in fluidization apparatuses”, PhD Thesis, Odessa Institute of Low-Temperature Engineering and Energetics, Odessa, 310, (1989).
  • [27] Mironchuk, Yu. A., “Approximation of compicated nonlinear boundary conditions in finite-difference modeling of heat exchange processes in cold chambers thermal insulation”, Refrigeration engineering and technology, 4(78): 17-20, (2002).
  • [28] Chumak, I., Nikulshina, D., Refrigeration units. Design: Textbook manual for universities, Kiev: Higher school. Head publishing house, 280, (1988).
  • [29] Chumak, I., Lagutin, A., Chepurnenko, V., Laryanovsky, S., etc. Refrigeration units. Design: Textbook. Edited by Doctor of Technical Sciences Professor Chumak I., - 3rd editions, revised and enlarged, Odessa: Druk, 480, (2007).
There are 29 citations in total.

Details

Primary Language English
Subjects Engineering
Journal Section Mechanical Engineering
Authors

Yurii Myronchuk 0000-0003-2687-1827

Mykhailo Khmelniuk 0000-0002-9310-1286

Publication Date September 1, 2022
Published in Issue Year 2022 Volume: 35 Issue: 3

Cite

APA Myronchuk, Y., & Khmelniuk, M. (2022). Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation. Gazi University Journal of Science, 35(3), 1102-1114. https://doi.org/10.35378/gujs.873380
AMA Myronchuk Y, Khmelniuk M. Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation. Gazi University Journal of Science. September 2022;35(3):1102-1114. doi:10.35378/gujs.873380
Chicago Myronchuk, Yurii, and Mykhailo Khmelniuk. “Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation”. Gazi University Journal of Science 35, no. 3 (September 2022): 1102-14. https://doi.org/10.35378/gujs.873380.
EndNote Myronchuk Y, Khmelniuk M (September 1, 2022) Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation. Gazi University Journal of Science 35 3 1102–1114.
IEEE Y. Myronchuk and M. Khmelniuk, “Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation”, Gazi University Journal of Science, vol. 35, no. 3, pp. 1102–1114, 2022, doi: 10.35378/gujs.873380.
ISNAD Myronchuk, Yurii - Khmelniuk, Mykhailo. “Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation”. Gazi University Journal of Science 35/3 (September 2022), 1102-1114. https://doi.org/10.35378/gujs.873380.
JAMA Myronchuk Y, Khmelniuk M. Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation. Gazi University Journal of Science. 2022;35:1102–1114.
MLA Myronchuk, Yurii and Mykhailo Khmelniuk. “Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation”. Gazi University Journal of Science, vol. 35, no. 3, 2022, pp. 1102-14, doi:10.35378/gujs.873380.
Vancouver Myronchuk Y, Khmelniuk M. Temperature Waves Phase Optimal Time Lag in the Refrigerated Warehouse Thermal Insulation. Gazi University Journal of Science. 2022;35(3):1102-14.