Authors: SURESH THELAKKADAN PUTHIYAVEETTIL, UDAYANANDAN KANDOTH MURKOTH
Abstract: The equation of state of an ideal collection of bosons in the low-density and high-density regime are found using the method of cluster expansion with Mayer's generating function. The saturation density and the other thermodynamic properties are calculated by the application of Mayer's convergence of the partition function. By calculating the value of saturation density from the singularity of the partition function series, the differences between the Mayer series convergence and the virial series convergence for ideal bosons are also established.
Keywords: Equation of state, Mayer's convergence, Bose?Einstein condensation
Full Text: PDF