• Acta Physica Sinica
  • Vol. 69, Issue 1, 010301-1 (2020)
Na Tang1、2, Xue-Ying Yang1、2, Lin Song1、2, Juan Zhang1、2、3, Xiao-Lin Li1、2, Zhi-Kun Zhou1、2, and Yu-Ren Shi1、2、*
Author Affiliations
  • 1College of Physics and Electronic Engineering, Northwest Normal University, Lanzhou 730070, China
  • 2Laboratory of Atomic Molecular Physics and Functional Material, Lanzhou 730070, China
  • 3Department of Basic Course, Lanzhou Institute of Technology, Lanzhou 730050, China
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    DOI: 10.7498/aps.69.20191278 Cite this Article
    Na Tang, Xue-Ying Yang, Lin Song, Juan Zhang, Xiao-Lin Li, Zhi-Kun Zhou, Yu-Ren Shi. Gap solitons and their stabilities in a quasi one-dimensional Bose-Einstein condensate under three-body interaction[J]. Acta Physica Sinica, 2020, 69(1): 010301-1 Copy Citation Text show less
    Profiles of singl-hump gap solitons of the cubic-quintic GPE (): (a), (b) = 0.1; (c), (d) = 0.99. Shaded regions represent lattice sites, i.e., regions of low potential values .3−5次GPE的单峰带隙孤子() (a), (b) ; (c), (d) . 阴影部分表示外势低处
    Fig. 1. Profiles of singl-hump gap solitons of the cubic-quintic GPE ( ): (a), (b) = 0.1; (c), (d) = 0.99. Shaded regions represent lattice sites, i.e., regions of low potential values . 3−5次GPE的单峰带隙孤子( ) (a), (b) ; (c), (d) . 阴影部分表示外势 低处
    Amplitudes of single-hump gap solitons v.s. nonlinear interaction strength.单峰带隙孤子的振幅随相互作用强度的变化()
    Fig. 2. Amplitudes of single-hump gap solitons v.s. nonlinear interaction strength.单峰带隙孤子的振幅随相互作用强度的变化( )
    The ratio of three-body energy to two-body energy for on-site solitons with different interaction strength.on-site孤子三体相互作用能量和两体相互作用能量的比
    Fig. 3. The ratio of three-body energy to two-body energy for on-site solitons with different interaction strength.on-site孤子三体相互作用能量和两体相互作用能量的比
    Profiles of double-hump gap solitons of the cubic-quintic GPE () (a), (b) = 0.1; (c), (d) = 0.99. Shaded regions represent lattice sites, i.e., regions of low potential values .3−5次GPE的同相偶极孤子和异相偶极孤子() (a), (b) (c), (d) . 阴影部分表示外势低处
    Fig. 4. Profiles of double-hump gap solitons of the cubic-quintic GPE ( ) (a), (b) = 0.1; (c), (d) = 0.99. Shaded regions represent lattice sites, i.e., regions of low potential values . 3−5次GPE的同相偶极孤子和异相偶极孤子( ) (a), (b) (c), (d) . 阴影部分表示外势 低处
    Contour plots of for perturbed gap solitons: (a) On-site soliton; (b) in-phase dipole soliton; (c), (d) out-phase dipole soliton.不同类型带隙孤子的动力学演化 (a) on-site孤子; (b) 同相偶极孤子; (c), (d) 异相偶极孤子
    Fig. 5. Contour plots of for perturbed gap solitons: (a) On-site soliton; (b) in-phase dipole soliton; (c), (d) out-phase dipole soliton. 不同类型带隙孤子的动力学演化 (a) on-site孤子; (b) 同相偶极孤子; (c), (d) 异相偶极孤子
    (a), (c) Profiles of sub-fundamental gap solitons (red lines) lie in the first bandgap. The solid blue lines denote the external potential; (b), (d) contour plots of for perturbed gap solitons.(a), (c) 第一带隙中的亚基本带隙孤子(红色). 蓝线表示外势; (b), (d) 亚基本带隙孤子的动力学演化
    Fig. 6. (a), (c) Profiles of sub-fundamental gap solitons (red lines) lie in the first bandgap. The solid blue lines denote the external potential; (b), (d) contour plots of for perturbed gap solitons. (a), (c) 第一带隙中的亚基本带隙孤子(红色). 蓝线表示外势; (b), (d) 亚基本带隙孤子的动力学演化
    Contour plots of for in-phase dipole solitons lie in the first bandgap with (a) and (b) .第一带隙中同相偶极孤子 (a) 和(b) 时的动力学演化
    Fig. 7. Contour plots of for in-phase dipole solitons lie in the first bandgap with (a) and (b) . 第一带隙中同相偶极孤子 (a) 和(b) 时的动力学演化
    Na Tang, Xue-Ying Yang, Lin Song, Juan Zhang, Xiao-Lin Li, Zhi-Kun Zhou, Yu-Ren Shi. Gap solitons and their stabilities in a quasi one-dimensional Bose-Einstein condensate under three-body interaction[J]. Acta Physica Sinica, 2020, 69(1): 010301-1
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