Solve for Energy Spectrum and Function of Ring-Shaped Oscillator by Using Supersymmetry and Shape Invariance

Wang Deyun; Huang Bowen

Chinese Physics C> 1999, Vol. 23> Issue(11) : 1078-1082

Solve for Energy Spectrum and Function of Ring-Shaped Oscillator by Using Supersymmetry and Shape Invariance

Wang Deyun ^, ,
Huang Bowen

Physics Department Capital Normal University, Beijing 100037

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Abstract：
This article solved energy eigenvalues and eigenfunction of Ring-shaped oscillator by using supersymmetry and shape invariance method. The present energy spectrum formulas are consistent with the exact solutions obtained with the Feynman path integral method

References

[1]	Quesne C. J. Phys., 1988, A21:3093 2 Victoria M. et al Phys Lett., 1989, A134(7):3953 Cooper F, Khare A, Sukhatme U. Phys. Rep., 1995, 251:3094 Dutt R, Khare A, Sukhatme U. Am. J. Phys., 1988, 56:166

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Wang Deyun and Huang Bowen. Solve for Energy Spectrum and Function of Ring-Shaped Oscillator by Using Supersymmetry and Shape Invariance[J]. Chinese Physics C, 1999, 23(11): 1078-1082.

Wang Deyun and Huang Bowen. Solve for Energy Spectrum and Function of Ring-Shaped Oscillator by Using Supersymmetry and Shape Invariance[J]. Chinese Physics C, 1999, 23(11): 1078-1082. shu

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Received: 1998-09-14
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

Solve for Energy Spectrum and Function of Ring-Shaped Oscillator by Using Supersymmetry and Shape Invariance

Wang Deyun ^,
Huang Bowen

Corresponding author: Wang Deyun,

Physics Department Capital Normal University, Beijing 100037

Received Date: 1998-09-14
Accepted Date: 1900-01-01
Available Online: 1999-11-05

Abstract: This article solved energy eigenvalues and eigenfunction of Ring-shaped oscillator by using supersymmetry and shape invariance method. The present energy spectrum formulas are consistent with the exact solutions obtained with the Feynman path integral method