Heat capacity of the generalized two-atom and many-atom gas in nonextensive statistics

q-Quadratic mixing rule for cubic equations of state

“…It was recently shown that the ideal gas in a finite heat reservoir requires the q-entropy (Biró, 2013). Heat capacities of simple diatomic gases (N 2 , O 2 , CO) present nonextensive behavior at low temperatures (Guo and Du, 2009). A recent model based on the q-exponential for evaluating solubility of solids in supercritical solvent was advanced in Tabernero et al (2014).…”

A new form of Tsallis distribution based on the probabilistically independent postulate

“…The results therefore imply clearly that the Maxwell q-distribution can be used for the statistical description of the dynamical system governed by an arbitrary potential when it reaches at the nonequilibrium stationary-state. The applications of the Maxwell q-distribution have included the examples such as in the nuclear reaction systems [21][22][23][24] , in the astrophysical systems (see [17] [19] [2] and the references therein), in the plasmas systems [25][26][27][28][29][30] , in the solar wind theory [31][32][33] , in the non-local distributions in the solar and stellar interior [34][35][36] , and in others [37][38][39][40][41][42][1][2][3][4] . Obviously, the questions need to be replied, why can the Maxwell q-distribution be a possible statistical description for the nonequilibrium dynamical system being at the stationary-state but cannot the current form of Tsallis q-distribution?…”