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Finite resolution fluctuation measurements of a trapped Bose-Einstein condensate

机译:被困Bose-Einstein的有限分辨率波动测量   凝

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摘要

We consider the fluctuations in atom number that occur within finite-sizedmeasurement cells in a trapped Bose-Einstein condensate (BEC). Thisapproximates the fluctuation measurements made in current experiments withfinite resolution in situ imaging. A numerical scheme is developed to calculatethese fluctuations using the quasiparticle modes of a cylindrically symmetricthree-dimensionally trapped condensate with either contact or dipole-dipoleinteractions (DDIs). We use this scheme to study the properties of a pancakeshaped condensate using cylindrical cells. The extension of the theory towasher shaped cells with azimuthal weighting is made and used to discriminatebetween the low energy roton modes in a dipolar condensate according to theirpro- jection of angular momentum. Our results are based on the Bogoliubovapproach valid for zero and small finite temperatures.
机译:我们考虑了在捕获的玻色-爱因斯坦凝聚物(BEC)中的有限尺寸测量单元内发生的原子序数波动。这近似于在具有有限分辨率的原位成像的当前实验中进行的波动测量。开发了一种数值方案,以使用具有接触或偶极-偶极相互作用(DDI)的圆柱对称三维捕集的冷凝物的准粒子模式来计算这些涨落。我们使用这种方案来研究使用圆柱孔的煎饼状冷凝物的性质。进行了理论上对具有方位角加权的垫圈形单元的扩展,并根据其角动量的预测来区分双极冷凝物中的低能转子模式。我们的结果基于Bogoliubovap方法在零和小的有限温度下均有效。

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