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Berry's phase for a noncyclic rotation of light in a helically wound optical fiber

机译:螺旋缠绕光纤中光的非周期性旋转的贝里相

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摘要

We investigated Berry's phase for noncyclic evolution using the rotation of a polarization azimuth of linearly polarized light in a partially wound optical fiber over the surface of a cylinder. Using a rotation gauge around the rotation axis, the observed rotation of the polarization azimuth corresponds to the area of a spherical rectangle over the surface enclosed by the contour C of actual evolution, a large circle on the equator, and a longitudinal line connecting them, whereas the rotation of the polar gauge encloses a spherical triangle connecting the zenith of the sphere. The observed values were converted to Berry's phase by transformation from the rotation gauge to the geodesic gauge. Consequently, we could confirm that Berry's phase for a noncyclic evolution is given by the geodesic rule proposed by Samuel and Bhandari.
机译:我们使用圆柱表面上部分缠绕的光纤中线性偏振光的偏振方位角的旋转来研究Berry相的非循环演化。使用围绕旋转轴的旋转仪,观察到的极化方位角的旋转对应于由实际演化的轮廓C包围的表面上的球形矩形区域,赤道上的大圆圈以及连接它们的纵线,而极坐标仪的旋转则包围了一个连接球体顶点的球形三角形。通过从旋转仪向测地仪转换,将观测值转换为Berry相。因此,我们可以确认Samuel和Bhandari提出的测地线规则给出了非周期性演化的Berry相。

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