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The present paper engages in a particular attempt to acquire exact analyticaleigensolutions of the position-dependent effective mass (PDEM) Schr\"odingerequation for a variety of squared style trigonometric potentials. The algebraicprocess entitled as the point canonical transformation (PCT) approach isimplemented in the course of study. Certain spatially varying effective massconfigurations have been utilized in establishing of the target system. Then,performing the systematic computational procedures enables us to determine notonly the possible explicit forms of both discrete energy spectra and theircorresponding wavefunctions but also canonical counterparts of originalpotentials, involved in the framework of PDEM based quantum systems.

Nonrelativistic and Nonstationary Effective Mass Bound-Spectra Analysis  of Squared Class Trigonometric Potentials Through the Point Canonical  Formalism