Authors: H PANAHI H RAHMATI
Publish Date: 2014/06/19
Volume: 83, Issue: 1, Pages: 3-8
Abstract
In this article we write the general form of the quasiexactly solvable Hamiltonian of g 2 algebra via one special representation in the x–y twodimensional space Then by choosing an appropriate set of coefficients and making a gauge rotation we show that this Hamiltonian leads to the solvable Poschl–Teller model on an open infinite strip Finally we assign g 2 hidden algebra to the Poschl–Teller potential and obtain its spectrum by using the representation space of g 2 algebra
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