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Geometric phase diffractive waveplate singularity arrays [Invited]

机译:几何相位衍射波片奇异性阵列[邀请]

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摘要

A general geometric phase singularity array structure is presented and discussed. For any two-dimensional point lattice, a singularity array is defined as a summation of helical phase singularities with alternating handedness. The phase angle is the slow-axis orientation of a varying half-waveplate. Arrays are demonstrated in photoaligned polymer liquid crystal films. Simple square and biomimetic spiral lattices are characterized for diffraction behavior. Pattern selection rules based on topological charge are discovered. Numerical decomposition shows that diffracted beams are composites of a few ordered planewaves for square phase arrays and Bessel beams for spiral phase arrays. Orbital angular momentum spectra of spiral diffraction are directly measured. (C) 2019 Optical Society of America
机译:呈现和讨论了一般的几何相位奇异阵列结构。 对于任何二维点格,奇点阵列被定义为具有交替的螺旋相奇异性的求和。 相位角是变化的半波形的慢轴取向。 阵列在光艺的聚合物液晶膜中证明。 简单的方形和仿生螺旋格子的特征在于衍射行为。 发现了基于拓扑电荷的模式选择规则。 数值分解表明,衍射光束是用于螺旋相位阵列的方向阵列和贝塞尔梁的几个有序的平面的复合材料。 直接测量螺旋衍射的轨道角动量谱。 (c)2019年光学学会

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