An algebraic appoach to energy eigenvalue of anisotropic n-dimensional coupled harmonic oscillators

Zhong ZHANG; Bo ZHOU; Pei-ji WANG; Ye-wei TAO

Journals >Chinese Journal of Quantum Electronics >Volume 26 >Issue 4 >Page 405 > Article

Chinese Journal of Quantum Electronics
Vol. 26, Issue 4, 405 (2009)

An algebraic appoach to energy eigenvalue of anisotropic n-dimensional coupled harmonic oscillators

Zhong ZHANG¹, Bo ZHOU¹, Pei-ji WANG¹, and Ye-wei TAO²

Author Affiliations

¹[in Chinese]

²[in Chinese]

show less

DOI: Cite this Article

ZHANG Zhong, ZHOU Bo, WANG Pei-ji, TAO Ye-wei. An algebraic appoach to energy eigenvalue of anisotropic n-dimensional coupled harmonic oscillators[J]. Chinese Journal of Quantum Electronics, 2009, 26(4): 405 Copy Citation Text

show less

References

[7] Zhong Y D, Tang Z. General theory of linear quantum transformation in Bargmann-Fock space [J]. Nuovo Cimento B, 1994, 109: 387.

[8] Lu Huaixin, Chen Zengbing, Ma Lei, et al. Exact solution for a general supersymmetric quadratic system [J]. Modern Physics Letters B, 2002, 16(7): 241-250.

[9] Song Tongqiang, Fan Hongyi. Deriving energy-level gap for an arbitrary mumber of coupled identical oscillators by virtue of the invariant eigen-perator method [J]. Modern Physics Letters A, 2006, 21(5): 451-456.

Download Citation

Save the article for my favorites

Paper Information