Semiclassical Method to Schr(?)dinger Equation with Position-Dependent Effective Mass

<正> In this paper, two novel semiclassical methods including the standard and supersymmetric WKB quantiza-tion conditions are suggested to discuss the Schrodinger equation with position-dependent effective mass. From a proper coordinate transformation, the formalism of the Schrodinger equation with position-dependent effective mass is mapped into isospectral one with constant mass and therefore for a given mass distribution and physical potential function the bound state energy spectrum can be determined easily by above method associated with a simple integral formula. It is shown that our method can give the analytical results for some exactly-solvable quantum systems.