“Beattie–Bridgman equation”的概念、定义、翻译、参考文献-科学参考

Beattie–Bridgman equation

Chemistry

An equation of state that relates the pressure, volume, and temperature of a gas and the gas constant. The Beattie-Bridgman equation uses empirical constants to take into account the reduction in the effective number of molecules due to various types of molecular aggregation. It is given by
$P = R T (1 - ɛ) (V + B) / V^{2} - A / V^{2},$
where P is the pressure, T is the thermodynamic temperature, V is the volume, R is the gas constant, and A, B, and ϵ‎ are constants related to five empirical constants A₀, B₀, a, b, and c by: A = A₀(1 – a/V), B = B₀(1 – b/V), and ϵ‎ = c/VT³. The Beattie–Bridgman equation was proposed by James Beattie and Percy Bridgman in 1928.

单词	Beattie–Bridgman equation
释义	Beattie–Bridgman equation Chemistry An equation of state that relates the pressure, volume, and temperature of a gas and the gas constant. The Beattie-Bridgman equation uses empirical constants to take into account the reduction in the effective number of molecules due to various types of molecular aggregation. It is given by $P = R T (1 - ɛ) (V + B) / V^{2} - A / V^{2},$ where P is the pressure, T is the thermodynamic temperature, V is the volume, R is the gas constant, and A, B, and ϵ‎ are constants related to five empirical constants A₀, B₀, a, b, and c by: A = A₀(1 – a/V), B = B₀(1 – b/V), and ϵ‎ = c/VT³. The Beattie–Bridgman equation was proposed by James Beattie and Percy Bridgman in 1928.
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