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Fractional Fourier transform of spherical refracting system and paraboloid refracting system

机译:球面折射系统和抛物面折射系统的分数阶傅里叶变换

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摘要

In the case of non-paraxial situation, the influence of the primary spherical aberration factor on fractional Fourier transform of single spherical refracting system was numerically and analytically studied and the difference between paraxial approximation and non-paraxial approximation was graphically presented. For a specific system, the numerical criterion in distinguishing paraxial and non-paraxial situation is given. The quadric surface was introduced to eliminate the influence of spherical aberration on fractional Fourier transform. It is shown that, with lax paraxial condition, the paraboloid which has the same curvature radius at the vertex as spherical refracting surface is capable of performing the same strict fractional Fourier transform as spherical refracting surface in the case of paraxial approximation.
机译:在非近轴情况下,通过数值和分析研究了主要球差系数对单球面折射系统的分数阶傅里叶变换的影响,并通过图形表示了近轴近似与非近轴近似之间的差异。对于特定的系统,给出了区分近轴和非近轴情况的数值标准。引入二次曲面以消除球面像差对分数阶傅里叶变换的影响。结果表明,在松弛的近轴条件下,抛物面在顶点处具有与球面折射表面相同的曲率半径,在近轴近似的情况下,能够执行与球面折射表面相同的严格分数阶傅里叶变换。

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