Thermal shock resistance of ceramic material can be characterized by using resistance parameters or critical temperature difference. Correlation between fracture resistance parameter, R and critical temperature difference, ΔTc was presented for four products (99% Al2O3, 86% Al2O3 , mullite and glass). Six equations representing dependence critical temperature difference on Biot number were used. Comparison of critical temperature difference as a function of Biot number with R parameter was also discussed. Statistical analysis was used to determine correlation between R parameter and critical temperature difference. This method showed that linear dependance was acceptibile to use in comparison R parameter with critical ΔTc values.
Keywords:
Biot number / Ceramic material / Correlation / Critical temperature difference / Fracture resistannce parameter / Thermal shock
Source:
Key Engineering Materials, 1997, 136 PART 3, 1778-1781
TY - JOUR
AU - Volkov-Husović, Tatjana
AU - Jančić, Radmila
AU - Popović, Z.V.
PY - 1997
UR - http://TechnoRep.tmf.bg.ac.rs/handle/123456789/136
AB - Thermal shock resistance of ceramic material can be characterized by using resistance parameters or critical temperature difference. Correlation between fracture resistance parameter, R and critical temperature difference, ΔTc was presented for four products (99% Al2O3, 86% Al2O3 , mullite and glass). Six equations representing dependence critical temperature difference on Biot number were used. Comparison of critical temperature difference as a function of Biot number with R parameter was also discussed. Statistical analysis was used to determine correlation between R parameter and critical temperature difference. This method showed that linear dependance was acceptibile to use in comparison R parameter with critical ΔTc values.
PB - Trans Tech Publications Ltd, Durnten-Zurich
T2 - Key Engineering Materials
T1 - Thermal shock of ceramic material : Comparison of resistance parameter with the critical ΔT values ΔTc = ΔTc(Bi) of ceramic materials
EP - 1781
IS - 136 PART 3
SP - 1778
UR - https://hdl.handle.net/21.15107/rcub_technorep_136
ER -
@article{
author = "Volkov-Husović, Tatjana and Jančić, Radmila and Popović, Z.V.",
year = "1997",
abstract = "Thermal shock resistance of ceramic material can be characterized by using resistance parameters or critical temperature difference. Correlation between fracture resistance parameter, R and critical temperature difference, ΔTc was presented for four products (99% Al2O3, 86% Al2O3 , mullite and glass). Six equations representing dependence critical temperature difference on Biot number were used. Comparison of critical temperature difference as a function of Biot number with R parameter was also discussed. Statistical analysis was used to determine correlation between R parameter and critical temperature difference. This method showed that linear dependance was acceptibile to use in comparison R parameter with critical ΔTc values.",
publisher = "Trans Tech Publications Ltd, Durnten-Zurich",
journal = "Key Engineering Materials",
title = "Thermal shock of ceramic material : Comparison of resistance parameter with the critical ΔT values ΔTc = ΔTc(Bi) of ceramic materials",
pages = "1781-1778",
number = "136 PART 3",
url = "https://hdl.handle.net/21.15107/rcub_technorep_136"
}
Volkov-Husović, T., Jančić, R.,& Popović, Z.V.. (1997). Thermal shock of ceramic material : Comparison of resistance parameter with the critical ΔT values ΔTc = ΔTc(Bi) of ceramic materials. in Key Engineering Materials
Trans Tech Publications Ltd, Durnten-Zurich.(136 PART 3), 1778-1781.
https://hdl.handle.net/21.15107/rcub_technorep_136
Volkov-Husović T, Jančić R, Popović Z. Thermal shock of ceramic material : Comparison of resistance parameter with the critical ΔT values ΔTc = ΔTc(Bi) of ceramic materials. in Key Engineering Materials. 1997;(136 PART 3):1778-1781.
https://hdl.handle.net/21.15107/rcub_technorep_136 .
Volkov-Husović, Tatjana, Jančić, Radmila, Popović, Z.V., "Thermal shock of ceramic material : Comparison of resistance parameter with the critical ΔT values ΔTc = ΔTc(Bi) of ceramic materials" in Key Engineering Materials, no. 136 PART 3 (1997):1778-1781,
https://hdl.handle.net/21.15107/rcub_technorep_136 .
