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Anharmonic Properties of Thorium Oxide


Affiliations
1 Department of Physics, Bundelkhand University, Jhansi-284 128, India
2 Department of Physics, BNV College, Rath, Hamirpur-210 431, India

For Thorium Oxide being face centered cubic crystal; the Coulomb and Born- Mayer potentials are used to obtain higher order elastic constants starting from nearest neighbor distance and hardness parameter. These elastic constants are helpful in studying the non-linearity of substance for this work. Utilizing these higher order elastic constants; the non-linear properties such as pressure derivatives, partial contractions, Grüneisen numbers, non-linearity constants, ultrasonic velocities, thermal relaxation time and ultrasonic attenuation are computed at higher temperatures. Some values are tabulated at room temperature and temperature variation of data is shown graphically. These results are used in explaining various properties of material under study.

Keywords

Elastic constants, partial contraction, ultrasonic velocities, attenuation.
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  • Anharmonic Properties of Thorium Oxide

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Authors

Padma Devi Nagaich
Department of Physics, Bundelkhand University, Jhansi-284 128, India
Kailash
Department of Physics, BNV College, Rath, Hamirpur-210 431, India

Abstract


For Thorium Oxide being face centered cubic crystal; the Coulomb and Born- Mayer potentials are used to obtain higher order elastic constants starting from nearest neighbor distance and hardness parameter. These elastic constants are helpful in studying the non-linearity of substance for this work. Utilizing these higher order elastic constants; the non-linear properties such as pressure derivatives, partial contractions, Grüneisen numbers, non-linearity constants, ultrasonic velocities, thermal relaxation time and ultrasonic attenuation are computed at higher temperatures. Some values are tabulated at room temperature and temperature variation of data is shown graphically. These results are used in explaining various properties of material under study.

Keywords


Elastic constants, partial contraction, ultrasonic velocities, attenuation.