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Design of freeform nonsymmetric three-mirror systems using Gaussian radial basis functions freeform surfaces

机译:使用高斯径向基函数自由形状曲面设计自由形式非对称三镜系统

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As a kind of radial basis functions, the Gaussian function has local feature and therefore has an excellent surfacedescription ability. In this paper, we proposed the design strategy of freeform unobscured three-mirror system usingGaussian radial basis functions surface type and demonstrate a design example. A novel and high-accuracy surfacefitting algorithm of Gaussian radial basis functions is proposed for the freeform surface fitting. Successive optimizationstrategy is employed for the system after surface fitting. The final example system works at the long wave infrared bandand has an 8°×6° field-of-view with an F-number of 1.9.
机译:作为一种径向基功能,高斯函数具有局部特征,因此具有优异的表面描述能力。在本文中,我们提出了使用的自由形态视野开阔的三镜系统的设计策略高斯径向基函数表面类型并演示设计示例。一种新颖和高精度的表面高斯径向基函数的拟合算法用于自由形状表面配件。连续优化策略在表面配件后用于系统。最后的示例系统在长波红外频带工作并且具有8°×6°的视野,F数为1.9。

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