Mukoya, AKSakwa, TWKhanna, KMAyodo, YKSarai, ARapondo, BWNamwitako, J2018-05-302018-05-302014International Journal of Physics and Mathematical Sciences, ISSN: 2277-2111, 2015 Vol. 5 (3) July- September, pp. 1-6/Mukoya et al.2277-2111https://karuspace.karu.ac.ke/handle/20.500.12092/2101Bose - Einstein Condensation, BEC, of an ideal gas is investigated for a finite number of particles trapped in a harmonic potential. The values of the critical temperature for Rb-87, its condensate fraction and the energy per particle are determined. The maxima appear to increase with the number of particles due to the fact that a smaller system has a larger available effective volume which concurs with the behavior of the critical temperatures.enBose Einstein CondensationCondensate FractionCritical TemperatureCritical temperature and condensate fraction of a bose – einstein condensate trapped in a finite volumeArticle