Our aim in this paper is to find the observable effects of the generalized commutators. For this purpose we investigate two problems in quantum mechanics with minimal length procedure. Firstly, we study hydrogen atom energy levels via minimal length uncertainty relation algebra. From comparing our results, with experimental data we estimate an upper limit for minimal length. Secondly, we investigate statistical mechanics and density of states in phase space via minimal length uncertainty relation and find a correction for white dwarf mass limit. Finally, we study classical implication of minimal momentum uncertainty relations. With this procedure we have corrected the Keplerian third law and some results have been obtained.
B. Mirza, and M. Dehghani, (2019). A semi-classical study of some generalized commutators. Iranian Journal of Physics Research, 4(3), 275-285.
MLA
B. Mirza, , and M. Dehghani, . "A semi-classical study of some generalized commutators", Iranian Journal of Physics Research, 4, 3, 2019, 275-285.
HARVARD
B. Mirza , M. Dehghani (2019). 'A semi-classical study of some generalized commutators', Iranian Journal of Physics Research, 4(3), pp. 275-285.
CHICAGO
B. Mirza and M. Dehghani, "A semi-classical study of some generalized commutators," Iranian Journal of Physics Research, 4 3 (2019): 275-285,
VANCOUVER
B. Mirza , M. Dehghani A semi-classical study of some generalized commutators. Dear user; Recently we have changed our software to Sinaweb. If you had already registered with the old site, you may use the same USERNAME but you need to change your password. To do so at the first use, please choose, 2019; 4(3): 275-285.
