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An algorithm for resolution enhancement of low-resolution patterns captured by a sensor array

机译:一种用于提高传感器阵列捕获的低分辨率图案的分辨率的算法

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摘要

In digital holography, diffraction fields of 3D objects can be captured by sensor arrays. Although, capturing high resolution diffraction field paves the way to reconstruct objects with sharper edges and wider viewing angles, there are some imposed limitations on the capturing devices. For instance, when the size of the sensors are decreased, power of the captured light will drop, conversely power of the shot noise will increase. Hence, the quality of the captured pattern may be plummeted. As a solution to capture high resolution diffraction fields, we propose a super-resolution method which is based on capturing multiple low resolution patterns. First, the relation between high and low resolution patterns are described by a system matrix. Special ordering is used on the pixels of the low resolution patterns, thus system matrix is formed as a square and band matrix. Then, inverse of the system matrix provided to calculate high resolution diffraction. Performance of the algorithm is observed by using noisy low-resolution patterns, imprecise shifts of the sensor array along the transversal axes. The proposed algorithm provides robust results and pave the way to recover some of the high frequency components. Also, the simplicity of the algorithm makes it easy to implement.
机译:在数字全息术中,可以通过传感器阵列捕获3D对象的衍射场。尽管捕获高分辨率衍射场为重建具有更锐利的边缘和更宽视角的对象铺平了道路,但是在捕获设备上还是存在一些限制。例如,当减小传感器的尺寸时,捕获的光的功率将下降,相反,散粒噪声的功率将增加。因此,捕获的图案的质量可能下降。作为捕获高分辨率衍射场的解决方案,我们提出了一种基于捕获多个低分辨率图案的超分辨率方法。首先,高分辨率和低分辨率模式之间的关系由系统矩阵描述。在低分辨率图案的像素上使用特殊顺序,因此系统矩阵形成为方带矩阵。然后,提供用于计算高分辨率衍射的系统矩阵的逆矩阵。通过使用嘈杂的低分辨率模式,传感器阵列沿横向轴的不精确位移来观察算法的性能。所提出的算法提供了鲁棒的结果,并为恢复某些高频分量铺平了道路。而且,该算法的简单性使其易于实现。

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