Investigation of the Third-Order Nonlinear Optical Susceptibilities and Nonlinear Refractive Index in Pbs/Cdse/Cds Spherical Quantum Dot

In this study the third order nonlinear susceptibilities are theoretically calculated for an electron confined in an isolated pbs/ cdse/ cds spherical core-shellshell quantum dots. our calculation is associated with intersubband transitions in the conduction band. we used the effective mass approximation in this study which is a simple and straightforward study of the third-order optical nonlinearity in nanometersized parabolic quantum dots and solved a three-dimensional schrӧdinger equation. the third order nonlinear susceptibilities are analyzed as function of core, shell radii. our study show great dependence of third order nonlinear susceptibilities on size of core and shell. also in the case of kerr-type nonlinearities, nonlinear refractive index n2 and the nonlinear absorption coefficient β are investigated as function of the ratio k0/n0 (where n0 and k0 are the real and imaginary part of linear refractive index respectively) for different value of imaginary and real parts of the third order susceptibility.