Intensity Distribution and Trapping Potential of a Defocussed Optical Tweezer

Hreedish Kakoty, Ambarish Ghosh
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Abstract

Optical trapping technique has been used for various purposes since its advent [1]. One of the interesting applications of optical trapping has been to manipulate large assemblies of colloidal particles. In this paper we investigate a defocussed optical tweezer created by a low numerical aperture objective whose focal plane is controlled by an external telescope assembly [2]. We observe the intensity profile of this trapping beam away from the focal plane and model this intensity distribution using Fresnel Kirchoff integral. We show a close match between our observations and theoretical distribution. We correlate this intensity profile with the potential of the optical trap for a small particle in Rayleigh regime. By comparing this potential with the thermal fluctuations we define a trapping width for small particles and show that it matches with our experimentally observed dimensions of assemblies of small colloids. This study shows that intensity distribution using Fresnel Kirchoff integral can be used to understand trapping of small particles.
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散焦光镊的光强分布和捕获势
光捕获技术自问世以来已被用于各种目的[1]。光学捕获的一个有趣的应用是操纵胶体粒子的大集合。在本文中,我们研究了由低数值孔径物镜产生的散焦光镊,其焦平面由外部望远镜组件控制[2]。我们观察了远离焦平面的俘获光束的强度分布,并用菲涅耳-基尔霍夫积分对其进行了建模。我们的观测结果与理论分布非常吻合。我们将这种强度分布与瑞利区小粒子的光阱电位联系起来。通过与热波动的比较,我们确定了小颗粒的捕获宽度,并表明它与我们实验观察到的小胶体集合的尺寸相匹配。研究表明,利用菲涅耳基尔霍夫积分的强度分布可以用来理解小粒子的俘获。
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