TY - JOUR
AU - Bugrij, A.I.
AU - Loktev, V.M.
PY - 2022/07/06
Y2 - 2023/09/27
TI - On the Features of Ideal Bose-Gas Thermodynamic Prop-erties at a Finite Particle Number
JF - Ukrainian Journal of Physics
JA - Ukr. J. Phys.
VL - 67
IS - 4
SE - General physics
DO - 10.15407/ujpe67.4.235
UR - https://ujp.bitp.kiev.ua/index.php/ujp/article/view/2022414
SP - 235
AB - <p>The paper is devoted to the theory of an ideal Bose-gas with a finite number N of particles. The exact expressions for the partition functions and occupation numbers of the model in the grand canonical, canonical, and microcanonical ensembles are found. From the calculations, it is followed that, oppositely to the accepted opinion that the chemical potential μ of an ideal Bose-gas is only negative, it can take values in the range −∞ < μ < ∞. The asymptotic expressions (in the case N ≫ 1) for the partition functions and occupation numbers for all above-mentioned thermodynamic ensembles are also evaluated.</p>
ER -