非对易空间中耦合谐振子的能级分裂

王亚辉; 王剑华; 任亚杰; 黄文登

原子核物理评论

非对易空间中耦合谐振子的能级分裂

, , ,

王亚辉, 王剑华, 任亚杰, 黄文登. 2009: 非对易空间中耦合谐振子的能级分裂, 原子核物理评论, 26(1): 19-22.

引用本文:

王亚辉, 王剑华, 任亚杰, 黄文登. 2009: 非对易空间中耦合谐振子的能级分裂, 原子核物理评论, 26(1): 19-22.

WANG Ya-hui, WANG Jian-hua, REN Ya-jie, HANG Wen-deng. 2009: Energy Splitting of Coupling Harmonic Oscillator in Non-commutative Space, Nuclear Physics Review, 26(1): 19-22.

Citation:

WANG Ya-hui, WANG Jian-hua, REN Ya-jie, HANG Wen-deng. 2009: Energy Splitting of Coupling Harmonic Oscillator in Non-commutative Space, Nuclear Physics Review, 26(1): 19-22.

非对易空间中耦合谐振子的能级分裂

陕西理工学院物理系,陕西,汉中,723001

Energy Splitting of Coupling Harmonic Oscillator in Non-commutative Space

摘要: 非对易空间效应的出现引起了物理学界的广泛兴趣.介绍了非对易空间中量子力学的代数关系,在所考虑的空间变量的对易关系中包含了坐标一坐标的非对易性,并且把Moyal-Weyl乘法在非对易空间中通过一个Bopp变换转变成普通的乘法.然后给出了非对易空间中耦合谐振子的能级分裂情况.
- 非对易空间 /
- 耦合谐振子 /
- 能级分裂
Abstract: The effect of noncommutativity of space have caused the physical academic circles widespread interest. In. this paper, the non-commutative (NC) is introduced, which contain non-commutative of coordinate-coordinate, and find that the Moyal-Weyl product in NC space can be replaced with a Bopp shift. Then, the energy splitting of the coupling harmonic oscillator in non-commutative spaces are discussed.