1980
DOI: 10.1063/1.327452
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A theoretical equation of state for methane

Abstract: A theoretical equation of state for methane is derived and compared with experimental data. The EOS for the solid phase was constructed from the Debye model. The EOS for the fluid phase was constructed from thermodynamic perturbation theory. Tables of the calculated thermodynamic properties are available for temperatures from 20 to 104 K and for densities up to 2.5 g/cm3. Agreement with experiment is good.

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Cited by 13 publications
(8 citation statements)
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“…where the rotational but not vibrational states of the methane molecule are excited at the relevant temperatures (Kerley 1980). The parameter x in equation (A7) is less than unity since the estimated Debye temperature for methane is in excess of 100 K; we estimate x-0.8-0.9.…”
Section: Appendixmentioning
confidence: 93%
“…where the rotational but not vibrational states of the methane molecule are excited at the relevant temperatures (Kerley 1980). The parameter x in equation (A7) is less than unity since the estimated Debye temperature for methane is in excess of 100 K; we estimate x-0.8-0.9.…”
Section: Appendixmentioning
confidence: 93%
“…Although there exist various EOS of methane (e.g., Kerley 1980;Setzmann & Wagner 1991;Sherman et al 2012), none of them covers the entire pressuretemperature region required for Uranus and Neptune interior models. We have therefore computed a new methane EOS using DFT-MD simulations.…”
Section: Methanementioning
confidence: 99%
“…The mass-radius relation and central pressure were in reasonable agreement with predictions using SESAME EOS 5520 up to a mass ∼0.1 M E above which the isentrope from the tabular EOS became unusable. For CH 4 , three SESAME EOS were available: 5500 and 5501 (Kerley 1980), both tabulated to 2.5 g cm −3 and respectively with a Maxwell construction and van der Waals loops in the liquid-vapor region; and -25 -5502 (Johnson 1984), tabulated to 0.47 g cm −3 and based on NBS gas phase data. The mass-radius relation was calculated for 5500, which is the most relevant for planetary structures, for an isentrope passing through 70 K at zero pressure.…”
Section: Icesmentioning
confidence: 99%