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Description
  • A method for determination of the equivalent thermal conductivity of heterogeneous systems with large representative elementary volumes is proposed. The laboratory experiment is based on the guarded hot plate principle but the heat transfer in the designed setup is generally 3D. Therefore, 3D computational modeling is applied for the analysis of heat transport in the system. The measuring procedure begins with the calibration which is performed using a material of the known thermal conductivity and typice specimen dimensions. Then, the experiment is carried out with the investigated specimen and the steady-state values of temperatures and heat fluxes in the characteristic positions are measured. The equivalent thermal conductivity is determined in an iterative procedure, utilizing the results of the laboratory experiment as input data of the computational model. The application of the propřed method is illustrated on an example of two types of advanced hollow clay bricks. The uncertainty analysis including both the standard uncertainties of types A and B and sensitivity-aimed calculations shows that the combined standard uncertainty of the equivalent thermal conductivity is 10% which can be considered satisfactory for this kind of experiment. The main advantages of the proposed method canbe seen in its simplicity and cost effectiveness, together with an acceptable accuracy. This makes good prerequisites for its successful application in future experiments.
  • A method for determination of the equivalent thermal conductivity of heterogeneous systems with large representative elementary volumes is proposed. The laboratory experiment is based on the guarded hot plate principle but the heat transfer in the designed setup is generally 3D. Therefore, 3D computational modeling is applied for the analysis of heat transport in the system. The measuring procedure begins with the calibration which is performed using a material of the known thermal conductivity and typice specimen dimensions. Then, the experiment is carried out with the investigated specimen and the steady-state values of temperatures and heat fluxes in the characteristic positions are measured. The equivalent thermal conductivity is determined in an iterative procedure, utilizing the results of the laboratory experiment as input data of the computational model. The application of the propřed method is illustrated on an example of two types of advanced hollow clay bricks. The uncertainty analysis including both the standard uncertainties of types A and B and sensitivity-aimed calculations shows that the combined standard uncertainty of the equivalent thermal conductivity is 10% which can be considered satisfactory for this kind of experiment. The main advantages of the proposed method canbe seen in its simplicity and cost effectiveness, together with an acceptable accuracy. This makes good prerequisites for its successful application in future experiments. (en)
Title
  • Determination of the equivalent thermal conductivity of complex material systems with large-scale heterogeneities
  • Determination of the equivalent thermal conductivity of complex material systems with large-scale heterogeneities (en)
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  • Determination of the equivalent thermal conductivity of complex material systems with large-scale heterogeneities
  • Determination of the equivalent thermal conductivity of complex material systems with large-scale heterogeneities (en)
skos:notation
  • RIV/68407700:21110/14:00219970!RIV15-GA0-21110___
http://linked.open...avai/riv/aktivita
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  • P(GBP105/12/G059)
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  • 1
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  • 10836
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  • RIV/68407700:21110/14:00219970
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  • Heterogeneous systems; Equivalent thermal conductivity; Laboratory measurement; 3D computational modeling (en)
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  • FR - Francouzská republika
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  • [15074C859260]
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  • International Journal of Thermal Sciences
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  • 86
http://linked.open...iv/tvurceVysledku
  • Jerman, Miloš
  • Kočí, Václav
  • Maděra, Jiří
  • Trník, Anton
  • Černý, Robert
http://linked.open...ain/vavai/riv/wos
  • 000343378700034
issn
  • 1290-0729
number of pages
http://bibframe.org/vocab/doi
  • 10.1016/j.ijthermalsci.2014.07.020
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  • 21110
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