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Beam ellipticity compensation by holographic optics

机译:全息光学补偿光束椭圆率

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摘要

Ellipticity of optical beams can be compensated by means of diffraction gratings. Holographic gratings are a simple alternative, which is noted for the possibility of recording gratings with curved and non-equidistant grooves. Using spherical wave fronts off-axis diffractive imaging elements can be recorded. They can be used for a beam transformation. The usual transformation task is to collimate beams emitted by edge-emitting diode lasers. Holographic recording and reconstruction, taking into account aberrations of the third order and assuming a recording layer to be on a spherical substrate, are described. Experiments verifying theoretical presumptions were carried out. Fraunhofer diffraction pattern with a very narrow central maximum was obtained.
机译:光束的椭圆度可以通过衍射光栅来补偿。全息光栅是一种简单的替代方法,对于记录具有弯曲和非等距凹槽的光栅的可能性,这一点备受关注。使用球面波前,可以记录离轴衍射成像元件。它们可用于光束转换。通常的转换任务是准直由边缘发射二极管激光器发射的光束。描述了全息记录和重构,其中考虑了三阶像差并且假设记录层在球形基板上。进行了验证理论推定的实验。获得具有非常窄的中心最大值的弗劳恩霍夫衍射图。

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