Abstract
The application of ceramics often requires resistance to tensile stresses developed by steep thermal gradients. Among the most popular test techniques to evaluate thermal stress/shock resistance is the down-quench test where the strength retained is determined after the sample is quenched from an elevated temperature into a fixed temperature bath. When the temperature difference is sufficient to cause a loss in strength, this temperature difference represents the critical temperature drop, ΔTc The thermal shock resistance becomes greater as ΔTc increases. However, heat conduction within the sample during quenching results in temperature (and surface tensile stresses) gradients that are less in thin samples as compared to thick samples. In fact, the ΔTc values for a given material will decrease and then reach or approach a constant value with increase in sample thickness.
Only by addressing these issues can the influence of material properties on the thermal resistance of ceramics be considered. Increases in the fracture toughness and thermal conductivity yield significant increases in ΔTc values as shown in SiC whisker-reinforced alumina versus unreinforced alumina. Changes in the thermal shock damage from large cracks in alumina to a high density of microcracks in zirconia toughened alumina composites are indicated as one source of their improved thermal shock resistance.
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References
W. R. Buessem, “Thermal Shock,” pp. 460–83 in High Temperature Technology, L. E. Campbell (ed.), Chapman and Hall, New York, 1956.
E. Glenny and M. G. Royston, “Transient Thermal Stresses Promoted by Rapid Heating and Cooling of Brittle Circular Cylinders,” Trans. Brit. Ceram. Soc. 57 (10) 645–77 (1958).
D. P. H. Hasselman, “Unified A theory of Thermal Shock Fracture Initiation and Crack Propagation in Brittle Ceramics,” J. Am. Ceram. Soc. 52 (11) 600–04 (1969).
P. F. Becher, D. Lewis III, K. R. Carman, and A. C. Gonzalez, “Thermal Shock Resistance of Ceramics: Size and Geometry Effects in Quench
P. F. Becher, D. Lewis III, W. J. McDonough, and R. W. Rice, “Dependence of Thermal Stress Resistance on Material Parameters: Ceramic Composite Systems,” pp. 397–411 in Thermal Stresses in Severe Environments, D. P. H. Hasselman and R. A. Heller (eds ), Plenum Publishing Corp., 1980.
P. F. Becher, “Transient Thermal Stress Behavior in Zr02-Toughened Al203,” J. Am. Ceram. Soc., 64 (1) 37–9, 1981.
S. S. Mason, “Thermal Stress: I,” Mach. Des. 30 114–20 (1958).
J. C. Jaeger, “On Thermal Stresses in Circular Cylinders,” Phil. Mag, 36 (257) 418 (1945).
F. Kreith, p. 497 Principles of Heat Transfer, 3rd ed. Intext Educational Publishers, NY, 1973.
P. F. Becher, “Microstructural Design of Toughened Ceramics,” J. Am. Ceram. Soc. 74 (2) 255–69 (1991).
T. N. Tiegs and P. F. Becher, “Thermal Shock Behavior of an Alumina-SiC Whisker Composite,” J. Am. Ceram. Soc. 70(5) C-109–111 (1987).
a. P. H. McCluskey, R. K. Williams, R. S. Graves, and T. N. Tiegs, “Physical Properties of Structural Ceramics,” pp. 274–83 in Ceramic Technology for Advanced Heat Engines Project Semiannual Progress Report, ORNL/TM11116, Oak Ridge National Laboratory, March 1989.
b. R. E. Taylor and H. Groot, “Thermophysical Properties of SiCReinforced Al203,” PRL 692, Properties Research Laboratory, West Lafayette, IN, July 1983.
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© 1993 Springer Science+Business Media Dordrecht
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Becher, P.F., Warwick, W.H. (1993). Factors Influencing The Thermal Shock Behavior of Ceramics. In: Schneider, G.A., Petzow, G. (eds) Thermal Shock and Thermal Fatigue Behavior of Advanced Ceramics. NATO ASI Series, vol 241. Springer, Dordrecht. https://doi.org/10.1007/978-94-015-8200-1_4
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DOI: https://doi.org/10.1007/978-94-015-8200-1_4
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