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- W2023386902 abstract "Abstract The second Gruneisen constant Q [∂ln γ g /∂ln V ] T and Anderson-Gruneisen constant δ T [ −(1/α K T )∂ K T /∂ T ] P have been the subject of various investigations. In this paper we calculate γ′ g (∂γ g /∂ P ) T , c ′ 1 (∂ c 1 /∂ P ) {∂/∂ P (∂ K T /∂ P )} T , Q and δ T for Cd, As 2 S 3 and C 60 . We used Thurston's method, the Delanoy Coutris method, Bardeen's potential function and the Girifalco potential function (GPF) to derive these properties. Four methods have been applied for Cd in the evaluation of γ′ g . The results obtained by three methods agree very well, while that from the fourth method is found to give a higher value. A relation between γ′ g and Q has been derived. We also compute these properties for As 2 S 3 and C 60 . In this connection, we point out that the present methods give reasonably good values consistent with each other. It is interesting to note that γ g th obtained via the GPF scheme and that given by White et al . [29] are in close agreement with each other and therefore used in the evaluation of Q . We used the value of White et al . for γ g th (external). © 1997 Elsevier Science Ltd" @default.
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- W2023386902 date "1997-06-01" @default.
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- W2023386902 title "METHODS OF EVALUATION OF SECOND GRÜNEISEN CONSTANT AND ANDERSON-GRÜNEISEN CONSTANT" @default.
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- W2023386902 doi "https://doi.org/10.1016/s0022-3697(96)00212-0" @default.
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