In this study, the behavior of derivative properties estimated by equations of state, including isochoric heat capacity, isobaric heat capacity, speed of sound, and the Joule-Thomson coefficient for pure compounds and a mixture, has been investigated. The Schmidt-Wagner and Jacobsen-Stewart equations of state were used for predictions of derivative properties of 10 different pure compounds from...

In this paper, the Joule–Thomson expansion of Born–Infeld AdS black holes in consistent Aoki–Gorji–Mukohyama theory 4D Einstein–Gauss–Bonnet gravity is studied extended phase space. We further analyze effect parameters [Formula: see text] and on inversion curves plot isenthalpic text]–[Formula: plane, which can determine cooling–heating regions.

Abstract Based on the Einstein-Maxwell theory, Joule-Thomson (J-T) expansion of charged dilatonic black holes(the solutions are neither flat nor AdS) for (n + 1)-dimensional spacetime is studied. To this end, we analyze effects dimensions n and dilaton field ? J-T expansion. The explicit expression coefficient derived, as a result, negative heat capacity leads to cooling process. In contrast ef...

The effects of greenhouse gases (GHG) on the growth of global warming, and increase of GHG and air pollutant emissions for energy production have forced the need of energy recovery which is normally wasted in industrial plant. The present research work focused on the GHG and air pollutant emissions reduction employing pressure waste energy recovery. Pressure break-down via Joule-Thomson valve i...

Herein, we extend Joule-Thomson expansion to the low-dimensional regime by considering rotating Ba\~nados-Teitelboim-Zanelli (BTZ) metric in ($2+1$)-dimensional space-time. Specifically, properties of three important aspects expansion, including coefficient, inversion curve, and isenthalpic curve were studied. The divergence point coefficient zero Hawking temperature investigated. curves $T--P$...

Abstract Dynamical systems, having the space-time-varying behavior, takes place in range of processes. Especially interesting are those which affect structure and properties complex materials during its formation because thermal communication between different parts system. One most important features study is temperature behavior contact area under sliding interaction. This results from large ...

In this paper, we investigate the thermal stability and Joule-Thomson expansion of some new qusitopological black hole solutions. We first study higher-dimensional static quasitopological solutions in presence Born-Infeld, exponential logarithmic nonlinear electrodynamics. The stable regions these are independent types with horizons relating to positive constant curvature, $k=+1$, have a larger...