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Spatial coherence of electron beams from field emitters and its effect on the resolution of imaged objects

机译:场发射器电子束的空间相干性及其影响   关于成像对象的分辨率

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摘要

Sub-nanometer and nanometer-sized tips provide high coherence electronsources. Conventionally, the effective source size is estimated from the extentof the experimental biprism interference pattern created on the detector byapplying the van Cittert Zernike theorem. Previously reported experimentalintensity distributions on the detector exhibit Gaussian distribution and oursimulations show that this is an indication that such electron sources must beat least partially coherent. This, in turn means that strictly speaking the VanCittert Zernike theorem cannot be applied, since it assumes an incoherentsource. The approach of applying the van Cittert Zernike theorem is examined inmore detail by performing simulations of interference patterns for the electronsources of different size and different coherence length, evaluating theeffective source size from the extent of the simulated interference pattern andcomparing the obtained result with the pre-defined value. The intensitydistribution of the source is assumed to be Gaussian distributed, as it isobserved in experiments. The visibility or the contrast in the simulatedholograms is found to be always less than 1 which agrees well with previouslyreported experimental results and thus can be explained solely by the Gaussianintensity distribution of the source. The effective source size estimated fromthe extent of the interference pattern turns out to be of about 2-3 timeslarger than the pre-defined size, but it is approximately equal to theintrinsic resolution of the imaging system. A simple formula for estimating theintrinsic resolution, which could be useful when employing nano-tips in in-lineGabor holography or point-projection microscopy, is provided.
机译:亚纳米和纳米大小的尖端可提供高相干性电子源。常规地,通过应用范·奇特·泽尼克(van Cittert Zernike)定理,根据探测器上产生的实验双棱镜干涉图样的程度来估计有效光源的大小。先前报道的探测器上的实验强度分布表现出高斯分布,我们的模拟表明这表明此类电子源必须至少部分地相干。反过来,这意味着从严格意义上讲,不能采用VanCittert Zernike定理,因为它假定了一个非相干源。通过对不同尺寸和不同相干长度的电子源进行干涉图样仿真,从模拟干涉图样的程度评估有效源尺寸,并将获得的结果与预定义值。如在实验中观察到的那样,假定源的强度分布是高斯分布。发现仿真全息图中的可见度或对比度始终小于1,这与先前报告的实验结果非常吻合,因此只能由光源的高斯强度分布来解释。根据干涉图样的程度估算出的有效光源尺寸约为预定义尺寸的2-3倍,但大约等于成像系统的固有分辨率。提供了一种简单的估算固有分辨率的公式,当在在线Gabor全息术或点投影显微镜中使用纳米尖端时,该公式可能会有用。

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    Latychevskaia, Tatiana;

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