GAURAV SINGH
Articles written in Pramana – Journal of Physics
Volume 93 Issue 5 November 2019 Article ID 0083 Research Article
Ultrasonic wave propagation in thermoelectric $\rm{ZrX_{2} (X = S, Se)}$ compounds
SHAKTI PRATAP SINGH GAURAV SINGH ALOK KUMAR VERMA P K YADAWA R R YADAV
In the present work,we have calculated temperature-dependent second- and third-order elastic constants (SOECs and TOECs) of thermoelectric zirconium disulphide $\rm{(ZrS_{2})}$ and zirconium diselenide $\rm{(ZrSe_{2})}$ using a simple interaction potential model. SOECs have been used for the calculation of ultrasonic velocity along different orientations of propagation. Thermal relaxation time and ultrasonic attenuation have been determined with the help of SOECs and thermal conductivity. Temperature-dependent specific heat, thermal energy density, elastic coupling constants and Grüneisen parameters are also calculated using SOECs and other parameters. The dominating cause behind ultrasonic attenuation, in the temperature range of 300–900 K, is the interaction of acoustical phonon and lattice phonon. In the present study, we observed that the thermal conductivity and energy density play significant roles in ultrasonic attenuation. Ultrasonic velocity and attenuation are correlated with other thermophysical properties extracting important information about the quality and nature of the materials which are useful for industrial applications.
Volume 96 All articles Published: 12 May 2022 Article ID 0097 Research Article
GAURAV SINGH SHAKTI PRATAP SINGH DEVRAJ SINGH ALOK KUMAR VERMA D K PANDEY R R YADAV
This paper described the behaviours of four divalent metal fluorides (CaF$_2$, SrF$_2$, CdF$_2$ and BaF$_2$) in terms of their superior elastic, mechanical and thermophysical properties.
Initially, higher-order elastic constants of the chosen divalent metal fluorides have been calculated using the Coulomb and Born–Mayer interaction potential in the temperature
regime 100–300 K.With the help of these constants, other elastic moduli, such as Young’s modulus (
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