High Temperature Deformation Behaviour of a High Purity AI2O3Reinforced with Isolated Second Phases of Spinel (MgAI2O4), YAG (Y3AI5O12) and Zirconia (t-ZrO2)
Lakshmi Narayan Satapathy
Abstract
Lakshmi Narayan Satapathy
Abstract
High temperature compression experiments were carried out on high purity alumina based composites containing second phases of spinel (MgAI2O4), YAG (yttrium aluminium garnet, Y3AI5O12) and zirconia (t-ZrO2) at a temperature range of 1623-1723 K, stress range of 10-200 MPa and a grain size range of ∼1-10 μm. It was observed that 5 vol% of these second phases had no significant influence on the creep rate of alumina. The stress exponent of ∼1.0 and the inverse grain size exponent of ∼3.0 suggested no change in the creep mechanism of pure alumina with 5% second phase addition. Deformation enhanced grain growth, which was prominent in pure alumina, was not observed in the composites. The creep behaviour of the composites was discussed based on ionic radii and ionic charge, room temperature mechanical properties and grain size of individual phases. A new model was developed which took into account the creep rate of the second phase while calculating the creep rate of the composite.
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High temperature compression experiments were carried out on high purity alumina based composites containing second phases of spinel (MgAI2O4), YAG (yttrium aluminium garnet, Y3AI5O12) and zirconia (t-ZrO2) at a temperature range of 1623-1723 K, stress range of 10-200 MPa and a grain size range of ∼1-10 μm. It was observed that 5 vol% of these second phases had no significant influence on the creep rate of alumina. The stress exponent of ∼1.0 and the inverse grain size exponent of ∼3.0 suggested no change in the creep mechanism of pure alumina with 5% second phase addition. Deformation enhanced grain growth, which was prominent in pure alumina, was not observed in the composites. The creep behaviour of the composites was discussed based on ionic radii and ionic charge, room temperature mechanical properties and grain size of individual phases. A new model was developed which took into account the creep rate of the second phase while calculating the creep rate of the composite.
Key concepts: Materials science, Creep, Spinel, Atmospheric temperature range, Composite material, Grain size, Yttrium, Phase (matter)