Correspondence between the ideal Bose gas in a space of fractional dimension and a dense nonideal gas according to Maslov's scheme
Using a method developed by V. Maslov, the authors discuss the correspondence between the thermodynamics of real nonideal gases and the thermodynamics of the ideal Bose gas in a space of fractional dimension. The authors postulate that the compressibility factor of the ideal Bose gas when the chemical potential is equal to zero is equal to the compressibility factor of the real gas in the critical point/dimensions of a space that varies from two to three. The thermodynamical potential of the ideal Bose gas and real nonideal gases is comprised for Ar, Hg, H\(_2\)O, NH\(_3\) and Cs. The critical isotherms computed using Maslov's sheme agree well with the latest experimental data.
scientific article; zbMATH DE number 6097068