Rapid cooling (thermal shock) of a thin layer of material causes a thermal shock stress. the thermal shock stress can b...
Rapid cooling (thermal shock) of a thin layer of material causes a thermal shock stress. the thermal shock stress can be estimated by Εα(ΔT) σ, - σ 1-v Assume that a piece of materials in the table below contains a crack of a depth a 0.5 mm, calculate the surface temperature change necessary to cause brittle fracture for each material [6 marks]. Rank the materials in thermal shock resistance from the largest to the least [2 marks] hint: Y-0.72 small half-circular surface Materials KC (MPa m12 Coefficient of Modulus of Poisson's Ratio Thermal Expansion [10°C] Elasticity [GPa] 69 Soda-lime glass 0.76 9.1 0.20 SiC 3.7 4.5 390 0.22 Titanium 43 8.9 110 0.35
Rapid cooling (thermal shock) of a thin layer of material causes a thermal shock stress. the thermal shock stress can be estimated by Εα(ΔT) σ, - σ 1-v Assume that a piece of materials in the table below contains a crack of a depth a 0.5 mm, calculate the surface temperature change necessary to cause brittle fracture for each material [6 marks]. Rank the materials in thermal shock resistance from the largest to the least [2 marks] hint: Y-0.72 small half-circular surface Materials KC (MPa m12 Coefficient of Modulus of Poisson's Ratio Thermal Expansion [10°C] Elasticity [GPa] 69 Soda-lime glass 0.76 9.1 0.20 SiC 3.7 4.5 390 0.22 Titanium 43 8.9 110 0.35