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Approximate analytical expression of flattened Gaussian beams passing through a paraxial optical system with an annular aperture

机译:平坦高斯光束通过具有环形孔径的近轴光学系统的近似解析表达式

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Propagation characteristics of flattened Gaussian beams through an annular apertured optical system remain unknown. Here we derive the approximate analytical expressions of flattened Gaussian beams passing through a paraxial optical system with an annular aperture based on the Collins integral and the expansion of the hard aperture function into a finite sum of complex Gaussian functions. Meanwhile, the corresponding closed-forms for the unapertured or circular apertured or circular black screen cases are also given. Some numerical examples are given to illustrate the propagation properties of flattened Gaussian beams through an optical system with an annular aperture, the numerical examples would be useful for some engineering applications.
机译:平坦的高斯光束通过环形光阑光学系统的传播特性仍然未知。在这里,我们基于柯林斯积分和将硬孔径函数扩展为复高斯函数的有限总和,推导了通过具有环形孔径的近轴光学系统的平坦高斯光束的近似解析表达式。同时,还给出了用于无孔的或圆形的带孔的或圆形的黑屏壳体的相应的封闭形式。给出一些数值示例来说明平坦的高斯光束通过具有环形孔径的光学系统的传播特性,这些数值示例对于某些工程应用将是有用的。

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