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首页> 外文期刊>Journal of the Optical Society of America, B. Optical Physics >Controllable double-well optical trap for cold atoms or molecules and its one-dimensional and two-dimensional optical lattices
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Controllable double-well optical trap for cold atoms or molecules and its one-dimensional and two-dimensional optical lattices

机译:用于冷原子或分子的可控双阱光阱及其一维和二维光学晶格

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摘要

We propose a novel, to our knowledge, scheme to form a controllable double-well optical dipole trap for cold atoms (or molecules) by using an optical system composed of a binary pi-phase plate and a lens illuminated by a plane light wave. We calculate the intensity distribution of the double-well trap and derive the analytical relationships between the characteristic parameters of the double-well trap (including geometric parameters, intensity distributions, and intensity gradients and their curvatures) and the relative aperture)3 of the lens system. We also extend our controllable double-well trap to its trap array by using a binary pi-phase grating combined with an array of spherical microlenses. Our study shows that, if the pi-phase plate (or the pi-phase grating) is moved along the x direction, our double-well trap (or array of double-well ones) can continuously evolve to a single-well one (or an array of single-well ones) and vice versa, which can be used to study cold collisions between two atomic (or molecular) samples and atom interference with Bose-Einstein condensation (BEC) in a double-well potential; to prepare quantum entanglement between two macroscopic atomic assembles, even to realize an all-optical double-well atomic (molecular) BEC (including an array of all-optical double-well BECs) by using optical-potential evaporative cooling; to form a novel optical lattice with a larger lattice constant; and so on. (c) 2005 Optical Society of America.
机译:据我们所知,我们提出了一种新颖的方案,该方案通过使用由二元π相板和由平面光波照射的透镜组成的光学系统,为冷原子(或分子)形成可控的双阱光学偶极阱。我们计算双阱陷阱的强度分布,并得出双阱陷阱的特征参数(包括几何参数,强度分布,强度梯度及其曲率)与镜片相对孔径之间的解析关系3系统。我们还通过使用二进制pi相光栅与球形微透镜阵列相结合,将可控双阱阱扩展到其阱阵列。我们的研究表明,如果pi相板(或pi相光栅)沿x方向移动,则我们的双阱陷阱(或双阱阵列)可以连续演化为单阱阱(或反之亦然,可用于研究两个原子(或分子)样品之间的冷碰撞以及在双阱势中原子对玻色-爱因斯坦凝聚(BEC)的干扰;制备两个宏观原子集合之间的量子纠缠,甚至通过利用光势蒸发冷却来实现全光双原子原子(分子)BEC(包括全光双BEC阵列);形成具有较大晶格常数的新型光学晶格;等等。 (c)2005年美国眼镜学会。

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