44, 1489 (1989)Ĭ F Leibovici and D V Nichita, Fluid Phase Equil. melting, solidus, solvus), lattice parameters, thermal expansion, elastic constants, and diffusion coefficients and compositions profiles. Examples of some of the phase-data included are phase transformation temperatures (e.g. Ira Levine, Physical chemistry, 6th Edn (McGraw-Hill International Editions, 2009) The phase-based data include zero-dimensional, one-dimensional, two-dimensional, and three-dimensional data. 22, 10360 (2020)Ī Boushehri, J Bzowski, J Kestin and E A Mason, J. M Ramos-Estrada, G A Iglesias-Silva, K R Hall and F Kohler, Fluid Phase Equilibria 240, 179 (2006)Ī H Harvey and E W Lemmon, J. L Meng, Y-Y Duan and L Li, Fluid Phase Equilibria 226, 109 (2004) M J Assael, J P M Trusler and T F Tsolakis, An introduction to their prediction of thermophysical properties of fluids (Imperial College Press, London, UK, 1996)
291, 81 (2010)ĭ J Chartrand, R J Le Roy, A Kumar and W J Meath, J. 271, 53 (2008)ĭ Dellis and J Samios, Fluid Phase Equilib. J Moghadasi, M M Papari, A Nekoie and J V Sengers, Chem. J J Hurly, D R Defibaugh and M R Moldover, Int. G Scalabrin, L Bettio, P Marchi and P Stringari, J. Thermophys.M Abbaspour and S Naghipour Borj, Fluid Phase Equil. L Meng and Y-Y Duan, Fluid Phase Equilibria 258, 29 (2007)Ī Maghari and L H Shahri, Fluid Phase Equilibria 206, 287 (2003)Ī Maghari and N Tahmasbi, Int. L Ira, Physical chemistry 6th Edn (McGraw-Hill International Editions, New York, 2009) 47, 113 (1991)Ī Boushehri, J Bzowski, J Kestin and E A Mason, J. 22, 487(1990)ī D Ababio, P J McElroy, B Salt and A G Williamson, Chem. X An, P J McElroy, R Malhotra, W Shen and A G Williamson, J. 20, 243 (1988)ī D Ababio, P J McElroy and A G Williamson, Fluid Phase Equilibria 95, 329 (1994)ĭ Gupta and P T Eubank, J. M B Ewing, A R H Goodwin, M L McGlashan and J P M Trusler, J. M R Patel, L L Joffrion and P T Eubank, AIChE J. J R Barber, W B Kay and A S Teja, AIChE J. J M St-Arnaud, A Hourri, T K Bose and D Ingrain, High Temp. G Esper, W Beckermann and F Kohler, Fluid Phase Equilibria 105, 73 (1995)Į S Lopatinskii, M S Rozhnov, V I Zhdanov, S L Parnovskii and Y N Kudrya, Zh. H Hou, J C Holste, K R Hall, K N Marsh and B E Gammon, J. L Meng and Y-Y Duan, Fluid Phase Equilibria 238, 229 (2005) M J Assael, J P M Trusler and T F Tsolakis, An introduction to the prediction of thermophysical properties of fluids (Imperial College Press, London, UK, 1996) M F Alfradique and M Castier, Fluid Phase Equilibria 257, 78 (2007) P D Ting, P C Joyce, P K Jog, W G Chapman and M C Thies, Fluid Phase Equilibria 206, 267 (2003) H Hinojosa-Gomes, J F Barragan-Aroche and E R Bazue-Rueda, Fluid Phase Equilibria 298, 12 (2010) S E Quinones-Cisneros, C K Zeberg-Mikkelsen and E H Stenby, Int. The obtained results show that the thermodynamic properties of the studied molecules and their deviation from the ideal state have been predicted and modelled very well by the correlation equation presented in a wide range of temperatures.ī Haghighi, M R Husaindokht, M R Bozorgmehr and N Seyed Matin, Chin. By using virial coefficients and virial equation of state, which is based on theoretical studies and statistical mechanics, a bridge is created between the microscopic and macroscopic properties that can show the non-ideal behaviour of real fluids. In addition, Boyle temperature and Boyle volume are also estimated using the correlation. Thermodynamic properties measured are: Joule–Thomson coefficient, enthalpy, fugacity coefficient, thermal expansion and bulk modulus. The correlation equation used is the one suggested by Zarkova et al. The studied fluids are CH 4 to n-C 5H 12. In this research, some thermodynamic properties of small alkanes are estimated and modelled to evaluate the performance of the correlation equation of their second virial coefficient at low density and pressure.
0 kommentar(er)
