The confined energy and its interaction effects in a spherical quantum dot are calculated using the perturbation method within effective mass approximation. The interaction energy is computed for GaAs/GaxIn1−xSb as a function of the dot size. Results are presented for the spherical quantum dot with square well confinement corresponding to different values of x. Our result shows that confined energies and interaction energies decrease as the dot size increases. Interaction energies contribute 6–10 % in singlet state and 4–8 % in triplet state to total confined energy of lower dot radii. All calculations are carried out with finite models and the results are compared with existing literature data.
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