Categoria: formulae.app / Química / Gases / Ecuación de Beattie Bridgeman
$$P\bar{V}=RT+\frac{\beta}{\bar{V}}+\frac{\lambda}{\bar{V}^2}+\frac{\vartheta}{\bar{V}^3}$$
(En forma explicita)
$$\bar{V}=\frac{RT}{P}+\frac{\beta}{RT}+\gamma 'P+\vartheta ' P^2$$
(Donde)
$$\beta =RTB_0 - A_0 - \frac{Rc}{T^2}$$
$$\lambda =-RTB_0b + A_0a - \frac{RB_0 c}{T^2}$$
$$\vartheta = RB_0 \frac{bc}{T^2}$$
$$\gamma '= \frac{1}{(RT)^2}\left( \lambda - \frac{\beta^2}{RT}\right)$$
$$\vartheta = \frac{1}{(RT)^3}\left[\lambda -\frac{3\beta \lambda}{RT}+\frac{2\beta^3}{(RT)^2}\right]$$