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- W2911835289 abstract "A new expression for the temperature dependence of the isothermal bulk modulus BT of solids is represented in terms of the Lambert function. The derived equation predicts a non-linear decrease in the bulk modulus over the entire temperature range of the solid phase, from a value of B0 at absolute zero to the nonzero value of B0e−1 at the melting point. The quasi-harmonic Debye-Gruneisen model is used to show that upon heating, the solid loses its elasticity and melts, when the thermal pressure exceeds a critical value B0(eδT)−1, with δT being the Anderson-Gruneisen parameter. The thermo-elastic instability criterion of melting and the Lindemann melting law are re-examined. The unspecified Lindemann scale factor is interpreted in terms of the Anderson and Anderson-Grüneisen parameters and the Poisson ratio." @default.
- W2911835289 created "2019-02-21" @default.
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- W2911835289 date "2019-02-12" @default.
- W2911835289 modified "2023-09-27" @default.
- W2911835289 title "Temperature variation of the isothermal bulk modulus in solids: Thermo-elastic instability and melting" @default.
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- W2911835289 doi "https://doi.org/10.1063/1.5078722" @default.
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