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瑞利-德拜-甘斯模型用于生物颗粒的连续监测:第二部分,混合模型的开发。

Rayleigh-Debye-Gans as a model for continuous monitoring of biological particles: Part II, development of a hybrid model.

作者信息

Garcia-Lopez Alicia C, Garcia-Rubio Luis H

机构信息

Department of Electrical Engineering, University of South Florida, Tampa, FL, USA.

出版信息

Opt Express. 2008 Mar 31;16(7):4671-87. doi: 10.1364/oe.16.004671.

Abstract

Rayleigh-Debye-Gans and Mie theory were previously shown to disagree for spherical particles under ideal conditions4. A Hybrid model for spheres was developed by the authors combining Mie theory and Rayleigh- Debye-Gans. The hybrid model was tested against Mie and Rayleigh- Debye-Gans for different refractive indices and diameter sizes across the UV-Vis spectrum. The results of this study show that the hybrid model represents a considerable improvement over Rayleigh-Debye-Gans for submicron particles and is computationally more effective compared to Mie model. The development of the spherical hybrid model establishes a platform for the analysis of non-spherical particles.

摘要

瑞利-德拜-甘斯理论和米氏理论先前已被证明在理想条件下对于球形颗粒存在分歧4。作者开发了一种结合米氏理论和瑞利-德拜-甘斯理论的球形颗粒混合模型。针对紫外-可见光谱范围内不同的折射率和直径尺寸,该混合模型与米氏理论和瑞利-德拜-甘斯理论进行了对比测试。本研究结果表明,对于亚微米颗粒,混合模型相比瑞利-德拜-甘斯理论有显著改进,并且与米氏模型相比在计算上更高效。球形混合模型的开发为非球形颗粒的分析建立了一个平台。

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