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Solution for Best Fitting Spherical Curvature Radius and Asphericity of Off-Axis Aspherics of Optical Aspheric Surface Component

机译:用于最佳拟合球形曲率半径的解决方案和光学球面部件脱轴非球面的非球面

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This study aimed to establish the coordinate transformation between the off-axis aspherics coordinate system σ and the axial symmetry aspherics coordinate system σ by transforming coordinates and present the computation models of asphericity in rectangular coordinate system and cylindrical coordinate system respectively. The asphericity expressions in both coordinate systems were applicable to the comparative sphere calculation of Off-axis aspherics with different figures. We selected an Initiation sphere in view of technology, along with equations in a right coordinate system for certain caliber and structure. Then, by numerical computation, we selected the best fitting sphere and simplifed the complex models by choosing a right coordinate system. At last, the solution for asphericity and the best fitting sphere curvature radius of off-axis aspherics were introduced by examples.
机译:本研究旨在通过转换坐标并呈现矩形坐标系和圆柱坐标系中非球面的计算模型来建立轴轴非球面坐标系σ和轴对称性非球面坐标系σ之间的坐标变换。两个坐标系中的非球面表达式适用于不同数字的离轴非球面的比较球计算。我们选择了一个启动领域,鉴于技术,以及某些口径和结构的正确坐标系中的方程。然后,通过数值计算,我们选择了最佳的拟合球,并通过选择正确的坐标系来简化复杂模型。最后,实施例介绍了非球面的解决方案和最佳拟合球形曲率半径的偏离轴非球面。

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