1986
DOI: 10.1088/0022-3719/19/19/013
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Thermodynamic properties of hydrogen at pressures up to 1 Mbar and temperatures between 100 and 1000K

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Cited by 182 publications
(130 citation statements)
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“…16 These conditions correspond to µ H =−0.49 eV and µ H =−0.31 eV, respectively. 42 Two different sets of experimental conditions will be analyzed. µ H =−0.49 eV corresponds to the dehydrogenation process and is therefore appropriate for analysis of defects in LiNH 2 .…”
Section: Chemical Potentialsmentioning
confidence: 99%
“…16 These conditions correspond to µ H =−0.49 eV and µ H =−0.31 eV, respectively. 42 Two different sets of experimental conditions will be analyzed. µ H =−0.49 eV corresponds to the dehydrogenation process and is therefore appropriate for analysis of defects in LiNH 2 .…”
Section: Chemical Potentialsmentioning
confidence: 99%
“…In the pressure range of interest, the non-ideal contribution of pressure to the Gibbs energy for the gases is very small. In fact, to account for the non-ideal contribution of hydrogen gas, Hemmes et al [51] calculated the equation of state of hydrogen and other thermodynamic quantities in the range p B 100 GPa and 100 B T B 1000 K. Numerical values of Gibbs energy and other quantities given in [51] have been used in this work to extrapolate the Gibbs free energy versus temperature of hydrogen gas at 100 bar and used in the calculations for comparison with the ideal gas model. A difference in temperatures of less than 3 K (at 100 bar) has been found.…”
Section: Gas Phasementioning
confidence: 99%
“…There are numerous models and empirical relationships that account for the nonideal behavior of gases, however these are often complicated transcendental equations that cannot be easily manipulated analytically [1][2][3][4][5]. The Abel-Noble equation of state, on the other hand, is a single parameter relationship of the form…”
Section: Equation Of State: Gasesmentioning
confidence: 99%
“…The simplicity of this relationship is notable when compared to other equations of states for real gases, such as virial equations, which may include upwards of ten parameters, many of which are themselves functions of temperature [1][2][3]. At pressures of general engineering significance (< 200 MPa) and temperatures near ambient the Abel-Noble equation tracks the compressibility factor,…”
Section: Equation Of State: Gasesmentioning
confidence: 99%