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首页> 外文期刊>Applied optics >Extended wavelet transformation to digital holographic reconstruction: application to the elliptical, astigmatic Gaussian beams
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Extended wavelet transformation to digital holographic reconstruction: application to the elliptical, astigmatic Gaussian beams

机译:扩展的小波变换到数字全息重建:在椭圆形像散高斯光束中的应用

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摘要

Wavelet analysis provides an efficient tool in numerous signal processing problems and has been implemented in optical processing techniques, such as in-line holography. This paper proposes an improvement of this tool for the case of an elliptical, astigmatic Gaussian (AEG) beam. We show that this mathematical operator allows reconstructing an image of a spherical particle without compression of the reconstructed image, which increases the accuracy of the 3D location of particles and of their size measurement. To validate the performance of this operator we have studied the diffraction pattern produced by a particle illuminated by an AEG beam. This study used mutual intensity propagation, and the particle is defined as a chirped Gaussian sum. The proposed technique was applied and the experimental results are presented.
机译:小波分析为众多信号处理问题提供了一种有效的工具,并已在光学处理技术(如在线全息术)中实现。本文针对椭圆形像散高斯(AEG)光束的情况提出了对该工具的改进。我们证明了该数学算子可以在不压缩重建图像的情况下重建球形粒子的图像,从而提高了粒子3D位置及其尺寸测量的准确性。为了验证该算子的性能,我们研究了由AEG光束照射的粒子产生的衍射图。这项研究使用了相互的强度传播,并且将粒子定义为a高斯和。应用提出的技术并给出了实验结果。

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