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首页> 外文期刊>Journal of Quantitative Spectroscopy & Radiative Transfer >Sensitive detection and estimation of particle non-sphericity from the complex Fourier spectrum of its light-scattering profile
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Sensitive detection and estimation of particle non-sphericity from the complex Fourier spectrum of its light-scattering profile

机译:其光散射轮廓复合傅立叶光谱的粒子非球性的敏感性检测与估计

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摘要

We develop a fast method to estimate the non-sphericity of arbitrary-shaped particles from the complex Fourier spectrum of its light-scattering profile (LSP), measured with the scanning flow cytometer (SFC). We show that previously used amplitude spectrum is not sufficiently sensitive to the non-sphericity and extensively study the phase of the spectral peak for spheroids in the framework of the Rayleigh-Gans-Debye (RGD) approximation. Based on this analysis we construct a new spectral parameter P - the weighted deviation of the complex spectrum around the peak from that for an equivalent sphere determined by the previously published spectral characterization method for spheres (SCMS). We also propose a geometric indicator of non-sphericity eta as the relative volume difference from that of the best-fit sphere. These two new parameters apply to particles of arbitrary shape and strongly correlate with each other for rigorously simulated LSPs for spheroids and biconcave disks in a wide range of sizes, refractive indices, and orientations. This correlation is the core of the new method, allowing one to provide both the estimate and the confidence range of eta from the experimental value of P. The method is both sensitive and specific to small non-sphericity. For instance, the median error of estimated aspect ratio for simulated LSPs of spheroids is 0.024. We test the resulting algorithm on the real experimental measurements of milk fat globules and red blood cells (RBCs) during the spherization process. These results raise a question about the actual shape of a spherized RBC in the flow inside the SFC. The applicability domain of the method is determined mainly by that of the SCMS and includes biological objects with sizes larger than 7 wavelengths in the liquid host medium. Moreover, we briefly discuss the potential extension of the method to larger refractive indices. (C) 2019 Elsevier Ltd. All rights reserved.
机译:我们开发了一种快速方法,以估计与扫描流动细胞仪(SFC)测量的其光散射曲线(LSP)的复杂傅里叶谱的任意形状颗粒的非球形度。我们表明,先前使用的幅度频谱对非球形度不够敏感,并且广泛地研究瑞利 - GANS-deybe(RGD)近似的框架中的球形光谱峰的相位。基于该分析,我们构建了一种新的光谱参数P - 峰周围的复谱的加权偏差,从该峰值围绕的峰值的加权偏差由先前公布的球体(SCM)的光谱表征方法确定的等效球。我们还提出了非球形ETA的几何指示器,作为与最佳配合球体的相对体积差异。这两个新参数适用于任意形状的颗粒,并且对于在各种尺寸,折射率和方向的尺寸,折射率和方向上具有严格模拟的LSP的严格模拟LSP的粒子。这种相关性是新方法的核心,允许一个人从P的实验值提供ETA的估计和置信度范围。该方法既敏感且特定于小型非球状。例如,模拟LSP的估计纵横比的球体的估计纵横比的中值误差为0.024。我们在球形过程中测试了对牛奶脂肪小球和红细胞(RBC)的真实实验测量结果的算法。这些结果提出了关于SFC内部流动中的球形RBC的实际形状的问题。该方法的适用性领域主要由SCM的确定,并且包括具有大于液体宿主介质中大于7波长的尺寸的生物物体。此外,我们简要讨论了较大折射率的方法的潜在扩展。 (c)2019年elestvier有限公司保留所有权利。

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