Rose–Vinet equation of state explained
, the derivative of bulk modulus with respect to pressure
, the volume
, and the thermal expansion; all evaluated at zero pressure (
) and at a single (reference) temperature. The same equation holds for all classes of solids and a wide range of temperatures.
Let the cube root of the specific volume be
}\right)^
then the equation of state is:
A similar equation was published by Stacey et al. in 1981.[3]
References
- Pascal Vinet . John R. Smith . John Ferrante . James H. Rose . Temperature effects on the universal equation of state of solids . Physical Review B . 35. 4. 1945–1953 . 1987 . 10.1103/physrevb.35.1945. 9941621 . 1987PhRvB..35.1945V . 2060/19860019304. 24238001 . free.
- Web site: Rose-Vinet (Universal) equation of state. SklogWiki .
- F. D. Stacey . B. J. Brennan . R. D. Irvine . Finite strain theories and comparisons with seismological data . Surveys in Geophysics . 4 . 189–232 . 1981 . 10.1007/BF01449185 . 4. 1981GeoSu...4..189S . 129899060 .