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Improvement of coronagraphy using optimal apodizations

机译:使用最佳的减少改善血管结合

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This communication deals with apodization and coronagraphy. For apodization alone, we present analytical studies of point spread functions obtained with a rectangular or a circular telescope apodized by cross-linear or circular prolate spheroidal functions, respectively. Results are compared with sonine apodizations investigated by Nisenson and Papaliolios (2001) for the Apodized Square Aperture project. For coronagraphy, prolate functions are the optimal apodizers for rectangular and circular apertures. With the Roddier & Roddier phase mask technique, these apodizations can produce a total extinction of the star light. For Lyot coronagraphy, the extinction, not complete, is surprisingly good for a reasonable mask size. A comparison between coronagraphy and apodization alone for different telescope aperture shape is in favor to the use of a coronagraph with a circular aperture.
机译:这种沟通涉及停止和血管结。仅对单独的叠加,我们呈现了通过交叉线性或圆形环形球体函数的矩形或圆形望远镜的点散布功能的分析研究。将结果与由Nisenson和Papaliolios(2001)研究的Soneine Anodization进行了比较,用于减少方形孔径项目。对于血管刺痛,环状功能是矩形和圆形孔的最佳涂层。利用roddier和roddier相位掩模技术,这些吸入可以产生星光的总消光。对于Lyot Coronagraphy,灭绝不完整,对于合理的面膜尺寸来说令人惊讶的是。仅针对不同望远镜孔径形状的血管神经和沉积的比较有利于使用具有圆形孔的菌根。

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