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Features of Talbot effect on phase diffraction grating

机译:塔尔伯特效应对相位衍射光栅的影响

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The features of the Talbot effect using the phase diffraction gratings have been considered. A phase grating, unlike an amplitude grating, gives a constant light intensity in the observation plane at a distance multiple to half of the Talbot length Z_T. In this case, the subject of interest consists in so-called fractional Talbot effect with the periodic intensity distribution observed in planes shifted from the position nZ_T/2 (the so-called Fresnel images). Binary phase diffraction gratings with varying phase steps have been investigated. Gratings were made photographically on holographic plates PFG-01. The phase shift was obtained by modulating the emulsion refraction index of the plates. Two types of gratings were used: a square grating with a fill factor of 0.5 and a checkerwise grating (square areas with a bigger and lower refractive index alternate in a checkerboard pattern). By the example of these gratings, the possibility of obtaining in the observation plane an image of a set of equidistant spots with a size smaller than the size of the phase-shifting elements of the grating (the so-called Talbot focusing) has been shown. Clear images of spots with a sufficient signal-to-noise ratio have been obtained for a square grating. Their period was equal to the period of the grating. For a grating with a checkerwise distribution of the refractive index, the spots have been located in positions corresponding to the centres of cells. In addition, the quality of the resulting pattern strongly depended on the magnitude of a grating phase step. As a result of the work, the possibility to obtain Talbot focusing has been shown and the use of this effect to wavefront investigation with a gradient sensor has been demonstrated.
机译:已经考虑了使用相位衍射光栅的塔尔博特效应的特征。与幅度光栅不同,相位光栅在观察平面内以距塔尔伯特长度Z_T一半的倍数的距离给出恒定的光强度。在这种情况下,感兴趣的对象在于所谓的分数塔尔博特效应,其在从位置nZ_T / 2偏移的平面中观察到的周期性强度分布(所谓的菲涅耳图像)。已经研究了具有不同相位步长的二元相位衍射光栅。在全息照相板PFG-01上照相制作光栅。通过调节板的乳剂折射率获得相移。使用了两种类型的光栅:填充系数为0.5的正方形光栅和棋盘格光栅(具有较大和较低折射率的正方形区域以棋盘图案交替出现)。通过这些光栅的例子,已经显示出在观察平面上获得一组等距光斑的图像的可能性,这些等距光斑的尺寸小于光栅的相移元件的尺寸(所谓的Talbot聚焦) 。对于正方形光栅,已经获得具有足够信噪比的斑点的清晰图像。它们的周期等于光栅的周期。对于具有折射率的方格分布的光栅,光斑位于与晶胞中心相对应的位置。另外,所得图案的质量很大程度上取决于光栅相位阶跃的大小。作为工作的结果,已经显示了获得Talbot聚焦的可能性,并证明了这种效果在梯度传感器的波前研究中的应用。

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