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Figure 1

From: Exact solutions of \(\kappa\)-dependent Schrödinger equation with quantum pseudo-harmonic oscillator and its applications for the thermodynamic properties in normal and superstatistics

Figure 1

(a) Variation of energy eigenvalues of quantum pseudoharmonic oscillator with potential parameter ‘A’ for selected \(\kappa\)-values, (b) Variation of energy eigenvalues of quantum pseudoharmonic oscillator with potential parameter ‘B’ for selected \(\kappa\)-values, (c) Variation of energy eigenvalues of quantum pseudoharmonic oscillator with potential parameter ‘C’ for selected \(\kappa\)-values, (d) Variation of energy eigenvalues of quantum pseudoharmonic oscillator with reduced mass \(^{\prime}\mu ^{\prime}\) for selected \(\kappa\)-values, (e) Variation of energy eigenvalues of quantum pseudoharmonic oscillator with radial quantum number ‘n’ for selected \(\kappa\)-values, (f)Variation of energy eigenvalues of quantum pseudoharmonic oscillator with orbital quantum number ‘l’ for selected \(\kappa\)-values.

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