1967Journal of Applied PhysicsRequires access

Thermal Expansion and Elastic Constants of β′-AgMg. I. The Coefficient of Thermal Expansion from 77° to 800°K

J. Neumann, Y. A. Chang

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Abstract

The linear coefficient of thermal expansion of β′-AgMg has been determined from 77° to 800°K by means of lattice-parameter measurements below room temperature and dilatometric measurements at higher temperatures. At room temperature, the linear coefficient of thermal expansion was found to be 21×10−6 per °C. The Grüneisen parameter derived from the coefficient of thermal expansion obtained here and from other thermal data available in the literature is essentially constant (γ≃1.8) above the Debye temperature, but increases at lower temperatures. Using Slater's formula, a value of 2.2 was obtained for the Grüneisen parameter at 0°K.

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The linear coefficient of thermal expansion of β′-AgMg has been determined from 77° to 800°K by means of lattice-parameter measurements below room temperature and dilatometric measurements at higher temperatures. At room temperature, the linear coefficient of thermal expansion was found to be 21×10−6 per °C. The Grüneisen parameter derived from the coefficient of thermal expansion obtained here and from other thermal data available in the literature is essentially constant (γ≃1.8) above the Debye temperature, but increases at lower temperatures. Using Slater's formula, a value of 2.2 was obtained for the Grüneisen parameter at 0°K.

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Available abstract

The linear coefficient of thermal expansion of β′-AgMg has been determined from 77° to 800°K by means of lattice-parameter measurements below room temperature and dilatometric measurements at higher temperatures. At room temperature, the linear coefficient of thermal expansion was found to be 21×10−6 per °C. The Grüneisen parameter derived from the coefficient of thermal expansion obtained here and from other thermal data available in the literature is essentially constant (γ≃1.8) above the Debye temperature, but increases at lower temperatures. Using Slater's formula, a value of 2.2 was obtained for the Grüneisen parameter at 0°K.

Key concepts: Thermal expansion, Thermodynamics, Debye model, Thermal, Materials science, Temperature coefficient, Grüneisen parameter, Constant (computer programming)

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