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Optical forces and optical torques on various materials arising from optical lattices in the Lorentz-Mie regime

机译:洛伦兹-米氏体系中由晶格引起的各种材料上的光学力和光学转矩

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By combining the Maxwell stress tensor with the finite-difference time-domain (FDTD) method, we calculate the optical force and optical torque on particles from optical lattices. We compare our method to the two-component method and the electrostatic approximation (ESA). We also discuss how particle's refractive index, shape, size, and the morphology of an optical lattice influence optical forces and the condition to form stable optical trapping wells. In addition to optical forces, optical torque from one dimensional (ID) optical lattice is discussed for particles having anisotropic shapes; metastable and stable equilibrium orientation states are found. A detailed understanding of the optical force and torque from optical lattices has significant implications for optical trapping, micromanipulation, and sorting of particles.
机译:通过将麦克斯韦应力张量与有限差分时域(FDTD)方法相结合,我们计算了来自光学晶格的粒子上的光学力和光学转矩。我们将我们的方法与两分量方法和静电近似(ESA)进行了比较。我们还将讨论粒子的折射率,形状,大小以及光学晶格的形态如何影响光学力以及形成稳定的光学阱的条件。除了光学力外,还讨论了具有各向异性形状的粒子来自一维(ID)光学晶格的光学转矩;发现了亚稳态和稳定的平衡取向状态。对来自光学晶格的光学力和扭矩的详细理解对于光学捕获,显微操纵和粒子分选具有重要意义。

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