Table 2.

Reduced properties with respect to the Lennard-Jones potential parameters $\epsilon$ and $\sigma$ applied in the present work

Property	Symbol
Temperature	$T^{\ast }=T/(\epsilon /k_{\text{B}})$
Pressure	$p^{\ast }=p/(\epsilon /{\sigma }^3)$
Density	${\rho }^{\ast }=\rho /(1/{\sigma }^3)$
Internal energy	$u^{\ast }=u/\epsilon$
Helmholtz energy	$a^{\ast }=a/\epsilon$
Enthalpy	$h^{\ast }=h/\epsilon$
Distance	$r^{\ast }=r/\sigma$
Volume	$V^{\ast }=V/{\sigma }^3$
Specific volume	$v^{\ast }=v/{\sigma }^3$
$2^{\mathit{nd}}$ virial coeff.	$B^{\ast }=B/(\frac{2}{3}\pi {\sigma }^3)$
$3^{\mathit{rd}}$ virial coeff.	$C^{\ast }=C/{(\frac{2}{3}\pi {\sigma }^3)}^2$

The properties $u^{\ast }$, $a^{\ast }$, $h^{\ast }$, $v^{\ast }$ indicate the respective quantity per particle