“…where T C1 = 647.096 K, P C1 = 22.064 MPa (pure water, IAPWS [70] accepted values), T C2 = 405.4 K, and P C1 = 11.333 MPa (pure ammonia [76,77] and Tillner-Roth [28], (-·-·-·-) crossover model (Kiselev and Rainwater [29]); •-this study, •-Suzuki and Uematsu [42] − 2J /ρ 2 C1 [ρ(l) − ρ C1 ], is also directly related to the Krichevskii function, J = (∂ P/∂ x) ∞ T V , [78][79][80][81][82][83][84][85][86][87][88][89][90][91][92][93][94][95]. The limiting slope of RT ln K D as a function of the liquidphase density [ρ(l) − ρ C1 ], as the system approaches the critical point, is also given by the Krichevskii parameter as −2 (∂ P/∂ x) ∞ T C V C /ρ 2 C1 , Henry's constant K H near the critical point [95,96], (T ln (K H / f 1 ), and T ln E (where E = y 2 P/P sub 2 is the enhancement factor; P, y 2 , P sub 2 are the pressure, solubility, and sublimation pressure, respectively) are linear in the solvent density, with the slope given by the Krichevskii parameter.…”