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Fast focus field calculations

机译:快速聚焦场计算

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摘要

We present a method for fast calculation of the electromagnetic field near the focus of an objective with a high numerical aperture (NA). Instead of direct integration, the vectorial Debye diffraction integral is evaluated with the fast Fourier transform for calculating the electromagnetic field in the entire focal region. We generalize this concept with the chirp z transform for obtaining a flexible sampling grid and an additional gain in computation speed. Under the conditions for the validity of the Debye integral representation, our method yields the amplitude, phase and polarization of the focus field for an arbitrary paraxial input field in the aperture of the objective. Our fast calculation method is particularly useful for engineering the point-spread function or for fast image deconvolution. We present several case studies by calculating the focus fields of high NA oil immersion objectives for various amplitude, polarization and phase distributions of the input field. In addition, the calculation of an extended polychromatic focus field generated by a Bessel beam is presented. This extended focus field is of particular interest for Fourier domain optical coherence tomography because it preserves a lateral resolution of a few micrometers over an axial distance in the millimeter range.
机译:我们提出了一种快速计算具有高数值孔径(NA)的物镜焦点附近的电磁场的方法。代替直接积分,使用快速傅里叶变换对矢量德拜衍射积分进行评估,以计算整个焦点区域中的电磁场。我们用线性调频z变换来概括这个概念,以获得灵活的采样网格和额外的计算速度增益。在Debye积分表示有效的条件下,我们的方法得出物镜孔径中任意傍轴输入场的聚焦场的幅度,相位和极化。我们的快速计算方法对于设计点扩展函数或快速图像反卷积特别有用。我们通过计算高NA油浸物镜的聚焦场针对输入场的各种幅度,极化和相位分布,提出一些案例研究。另外,提出了由贝塞尔光束产生的扩展多色聚焦场的计算。对于傅立叶域光学相干断层扫描来说,这个扩展的聚焦场特别受关注,因为它在毫米范围内的轴向距离上保留了几微米的横向分辨率。

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