• Acta Physica Sinica
  • Vol. 68, Issue 23, 230304-1 (2019)
Jun-Ya Zhao1, Chen-Xu Li2, and Xiao-Dong Ma1、*
Author Affiliations
  • 1College of Physics and Electronic Engineering, Xinjiang Normal University, Urumchi 830054, China
  • 2School of Medical Engineering and Technology, Xinjiang Medical University, Urumchi 830011, China
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    DOI: 10.7498/aps.68.20190661 Cite this Article
    Jun-Ya Zhao, Chen-Xu Li, Xiao-Dong Ma. Landau damping and frequency-shift of (0, 0, 2) scissors mode in a disc-shaped Bose-Einstein condensate[J]. Acta Physica Sinica, 2019, 68(23): 230304-1 Copy Citation Text show less
    Histogram of damping strength as a function of the transition for the scissors mode in the condensate.以跃迁频率为变量的剪刀模阻尼强度函数线状图
    Fig. 1. Histogram of damping strength as a function of the transition for the scissors mode in the condensate. 以跃迁频率 为变量的剪刀模阻尼强度 函数线状图
    Histogram of damping strength as a function of the transition for the scissors mode in the condensate, (= 1–1.6).以跃迁频率为变量的剪刀模阻尼强度函数线状图 (取值范围为0—1.6)
    Fig. 2. Histogram of damping strength as a function of the transition for the scissors mode in the condensate, ( = 1–1.6). 以跃迁频率 为变量的剪刀模阻尼强度 函数线状图 ( 取值范围为0—1.6)
    The as a function of for the Landau damping rate.朗道阻尼系数随变化函数图
    Fig. 3. The as a function of for the Landau damping rate. 朗道阻尼系数 随 变化函数图
    The frequency-shift (a) and the Landau damping rate (b) of the collective mode in the condensate as a function of the temperature T.凝聚体集体模的频移(a)和朗道阻尼系数(b)随温度T变化
    Fig. 4. The frequency-shift (a) and the Landau damping rate (b) of the collective mode in the condensate as a function of the temperature T. 凝聚体集体模的频移(a)和朗道阻尼系数(b)随温度T变化
    Jun-Ya Zhao, Chen-Xu Li, Xiao-Dong Ma. Landau damping and frequency-shift of (0, 0, 2) scissors mode in a disc-shaped Bose-Einstein condensate[J]. Acta Physica Sinica, 2019, 68(23): 230304-1
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