共查询到16条相似文献,搜索用时 62 毫秒
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依据Mie单次散射理论, 并考虑到皮肤组织复折射率实部的色散, 分析了在可见与近红外波段皮肤组织对光的吸收、散射及散射的方向特性。研究表明, 散射系数和吸收系数均随皮肤组织中散射粒子半径的增加而增加, 而且, 对于大粒子, 在某一波长处表现出强烈的散射和吸收特性。当粒子半径大于临界半径时, 散射系数呈现振荡特性, 随着折射率虚部的增加, 振幅减小。皮肤组织呈现前向散射特性, 且散射粒子的半径越大, 前向散射特性越明显。 相似文献
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利用米散射理论数值计算分析了尺度参数为0.1~100时球形典型气溶胶粒子的散射和吸收特性对复折射率的依赖性关系。气溶胶粒子复折射率的实部和虚部是一个有机的整体,粒子复折射率的实部和虚部可以分别影响其散射和吸收特性。若实际大气气溶胶粒子大多是成核模态和积聚模态的小粒子,基于气溶胶的散射和吸收特性可以获得其复折射率的唯一解。但是,如果大气中存在大量的粗模态粒子时,气溶胶散射和吸收特性对其复折射率的依赖性较为复杂,只有选择有限的合适复折射率库区间,才有可能获得更合适的有效复折射率。 相似文献
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基于Mie光散射理论的尾流气泡前向散射光特性研究 总被引:1,自引:1,他引:1
实验中利用CMOS图像传感器代替传统的光电探测器接受前向散射光,由几何光学和图像处理分析得出不同散射角的散射光与采集图像中的光环相对应.通过计算各个光环的所有像素值的总和就可以得到前向散射光光强的相对值,进而可以得出前向散射光光强变化规律.根据米氏(Mie)光散射理论可以计算出气泡各个方向的散射光光强,通过比较实验结果和Mie理论计算结果可以看出,采用CMOS图像传感器探测和图像处理技术可以准确地得出散射光强度的变化规律. 相似文献
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田贵才 《原子与分子物理学报》2002,19(3):334-336
根据Mie散射理论,研究了粒子线度对Mie散射光强的影响,不同性质的粒子,其影响效果不同,在固定入射波长条件下,散射光强随粒子线度呈周期变化,同时发现H2O微粒子散射光强峰峰间距与粒子的线度和波长的关系可简单的表示为Δa=-0.133 3+0.222λ. 相似文献
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金属类散射体的Mie散射特性研究 总被引:2,自引:0,他引:2
基于Mie散射理论研究发现,各种金属在中红外区的的散射行为极为相似,是一种反照率极高但散射效率极低的散射体,数值研究揭示了这类散射体系的光学截面以及散射强度的分布的内在联系. 相似文献
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Mie散射是公认的一种极具发展前途的微粒测试技术,应用于工厂、企业排放烟尘中微粒粒度和浓度的测试,具有非接触、精度高、重复性好和可实时在线测量的优点,是研究检测污染排放的主要技术手段,也是微粒粒度和浓度分析的理论基础.本文对Mie散射理论的多个参量进行计算并给出其数学表达式. 相似文献
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根据Mie散射理论,给出了金属粒子的散射、消光和吸收截面以及散射场强度的计算公式,并数值计算了在λ=r=1μm时,金属Au粒子在五种不同的基质中的散射截面和散射光强,结果表明基质折射率越大散射特性越强。 相似文献
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本文应用Mie散射理论对微球体颗粒光散射的性质进行了理论分析与数值计算,得到了吸收截面与波长,散射强度与散射角以及散射强度与参数x的关系。结果表明,入射波长在300~4800 nm,粒子的吸收截面都为零;当λ>4800 nm,吸收截面随着粒子半径的增大而增大。 相似文献
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在Mie散射理论的基础上分析了群体粒子散射的偏振特性,并用两种不同直径(0.26 μm,0.55 μm)的球形粒子作为散射介质进行了相关实验,比较了群体粒子散射光垂直与水平偏振光的偏振度.实验发现:散射光的偏振度随粒子直径的变化呈现出一定的规律性,直径大的粒子散射光在水平方向的偏振度小于直径小的粒子;而垂直方向的偏振度却完全相反,直径大的粒子大于直径小的粒子. 相似文献
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Gustav Mie and the scattering and absorption of light by particles: Historic developments and basics
Helmuth Horvath 《Journal of Quantitative Spectroscopy & Radiative Transfer》2009,110(11):787-799
Gustav Mie was a professor of physics with a strong background in mathematics. After moving to the University of Greifswald in North-Eastern Germany he became acquainted with colloids, and one of his PhD students investigated the scattering and attenuation of light by gold colloids experimentally. Mie used his previously acquired knowledge of the Maxwell equations and solutions of very similar problems in the literature to concisely treat the theoretical problem of scattering and absorption of light by a small absorbing sphere. He also presented many numerical examples which completely explained all the effects that had been observed until then. Since all calculations were done by hand, Mie had to limit his theoretical results to three terms in infinite expansions, thus he only could treat particles smaller than 200 nm at visible wavelengths. Mie's paper had remained hardly noticed for the next 50 years, most likely because of the lack of computers. It experienced a revival later and up to now it has been referenced more than 4000 times, owing to the widespread use of Mie's approach in sciences such as astronomy, meteorology, fluid dynamics and many others.Gustav Mie did not consider his work on scattering of light by small particles as very important, since he just tried to explain the effects which his students had observed. He concentrated on hot topics in theoretic physics, e.g., the theory of matter. He wrote several textbooks, e.g., on relativity, gravitation theory, and electromagnetism, and all of them had run into several editions. 相似文献
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Various Mie scattering systems, each having a transparent matrix, are studied in the mid-infrared region. Our three theoretical scattering systems correspond to a lossless scatterer, an anomalous dispersive dielectric scatterer and a metal scatterer, each in a non-air usual matrix. The refractive-index effects of the matrix on scattering and extinction efficiencies in the mid-infrared region are found to be quite different in different cases. Although the non-air usual matrix reduces scattering and extinction efficiencies in the first kind of system, it may or may not help scatter and extinguish the mid-infrared radiation in the second, and it has little effect on them in the third. 相似文献
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在回顾光散射理论发展史的基础上,分析了常规Mie散射计算实现过程中的问题,并论述一种改进的简易Mie散射数值计算方法。参照科学记数法定义了一种“EDecimal”类型的数据结构及其基本数学运算和三角函数运算。采用动态链表技术实现了高效的C++ Mie散射计算程序。该程序不仅可以用来处理极端条件下的Mie散射计算,而且显著降低了算法的时间复杂度,提高了执行效率。与相同精度要求下采用Wiscombe编写的MIEV0程序的计算结果进行了比较,并指出此程序精确可靠。 相似文献