Communications in Theoretical Physics

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Solution of the Dipoles in Noncommutative Space with Minimal Length ^*

Meng-Yao Zhang,Zheng-Wen Long,Chao-Yun Long

Communications in Theoretical Physics, 2019, 71(6): 640-646. DOI: 10.1088/0253-6102/71/6/640

Fig.8 The distribution of the energy spectra $\epsilon$ versus $d$ $({n}'=\tilde{M}=\tilde{\omega }=\rho _{m}=1)$.

Other figure/table from this article

Fig.1 The distribution of the energy spectra $\epsilon$ versus $\mu$ $(n=M=\omega =\rho =1)$.
Fig.2 The distribution of the energy spectra $\epsilon$ versus $\mu$ $(n=M=\omega =\rho =1)$.
Fig.3 The distribution of the energy spectra $\epsilon$ versus $\mu$ $(n=M=\omega =\rho =1)$.
Fig.4 The distribution of the energy spectra $\epsilon$ versus $\mu$ $(n=M=\omega =\rho =1)$.
Fig.5 The distribution of the energy spectra $\epsilon$ versus $\mu$ $(n=M=\omega =\rho =1)$.
Fig.6 The distribution of the energy spectra $\epsilon$ versus $\mu$ $(n=M=\omega =\rho =1)$.
Fig.7 The distribution of the energy spectra $\epsilon$ versus $d$ $({n}'=\tilde{M}=\tilde{\omega }=\rho _{m}=1)$.
Fig.9 The distribution of the energy spectra $\epsilon$ versus $d$ $({n}'=\tilde{M}=\tilde{\omega }=\rho _{m}=1)$.
Fig.10 The distribution of the energy spectra $\epsilon$ versus $d$ $({n}'=\tilde{M}=\tilde{\omega }=\rho _{m}=1)$.
Fig.11 The distribution of the energy spectra $\epsilon$ versus $d$ $({n}'=\tilde{M}=\tilde{\omega }=\rho _{m}=1)$.
Fig.12 The distribution of the energy spectra $\epsilon$ versus $d$ $({n}'=\tilde{M}=\tilde{\omega }=\rho _{m}=1)$.