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Hybrid FDTD-Fresnel Modeling of the Scanning Confocal Microscopy

机译:扫描共聚焦显微镜的混合FDTD-菲涅耳建模

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Scanning confocal microscopy is a widely recognized technique due to its applicability to the imaging of 3D geometries. Image formation in this technique is often analyzed using the Fresnel approximation. However, such an approximation is not sufficient when object dimensions are comparable to the operating wavelength and, most of all, when the target is composed of different semi-transparent materials. Yet, this is very typical for modern integrated circuits where we work with subwavelength features. In such a case target needs to be modeled using full-wave Maxwell theory. However, most of electromagnetic modeling methods (like well established FDTD method) become computationally impractical when the modeled scenario has dimensions measured in hundreds or even thousands of wavelengths like in the far-field microscopy. Therefore, in this paper we propose a hybrid approach that takes advantage of both FDTD and Fresnel approximation methods. The first method will be applied to the modeling of close vicinity of the target. The advantage of that is versatility in definition of arbitrarily shaped geometries as well as wideband approach of the FDTD method. Subsequently, results provided by the FDTD solver will be transferred to the procedure based on the scalar Fresnel approximation used to process the final image pixel by pixel. We will show that the presented method allows imaging of 3D shape of targets proving unique advantage of using FDTD method to the modeling of scanning confocal microscopy.
机译:扫描共聚焦显微镜是一种广泛认可的技术,由于其适用于3D几何结构的成像。在该技术中的图像形成是使用菲涅耳近似经常进行分析。然而,这样的近似是不足够的,当对象的尺寸都是可比的工作波长,以及最重要的,当目标是由不同的半透明材料制成。然而,这是我们与亚波长特征表现现代集成电路非常典型。在这种情况下目标需要使用全波麦克斯韦理论建模。然而,大多数的电磁建模方法(如完善的FDTD法)计算变得不切实际时,模拟情景在几百甚至上千的波长像在远场显微镜测量尺寸。因此,在本文中,我们提出了一种混合的方法,同时利用FDTD和菲涅尔近似方法的优势。第一种方法将被应用到所述目标的紧挨的建模。的,该优点是在任意形状的几何形状以及FDTD法的宽带方法的定义的通用性。随后,通过时域有限差分求解器提供的结果将被转移到基于用于处理由像素最终图像的像素标量菲涅耳近似的过程。我们将表明,该方法允许使用证明FDTD方法来扫描共聚焦显微镜的造型独特的优势指标3D形状的成像。

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