Droplet Characterization Based on the Simulated Secondary Rainbows

Wenting Wang, Jiayi Wang, Yide Zhang
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Abstract

The droplet size, size distribution, refractive index, and temperature can be measured simultaneously by the rainbow technique. In the present work, the rainbow scattering diagram for a spherical droplet in the secondary rainbow region is simulated by the use of the generalized Lorenz-Mie theory. For achieving high spatial resolution in denser droplet sprays, a focused Gaussian beam is used. For droplet characterization, different inversion algorithms are investigated, which includes trough-trough (θmin1 and θmin2) method and inflection-inflection (θinf1 and θinf2) method. For the trough-trough algorithm, the absolute error of the refractive index is between −6.4 × 10−4 and 1.7 × 10−4, and the error of the droplet radius is only between −0.55% and 1.77%. For the inflection-inflection algorithm, the maximum absolute error of the inverted refractive index is less than −1.1 × 10−3. The error of the droplet radius is between −0.75% and 5.67%.
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基于模拟二次彩虹的水滴特征
液滴的尺寸、尺寸分布、折射率和温度可以通过彩虹技术同时测量。本文利用广义Lorenz-Mie理论模拟了二次彩虹区球形液滴的彩虹散射图。为了在密度更大的液滴喷射中实现高空间分辨率,使用了聚焦高斯光束。对于液滴表征,研究了不同的反演算法,包括波谷(θmin1和θmin2)法和拐点拐点(θinf1和θinf2)法。对于波谷算法,折射率的绝对误差在−6.4×10−4和1.7×10−4.液滴半径的误差仅在−0.55%和1.77%之间。对于拐点-拐点算法,反向折射率的最大绝对误差小于−1.1×10−3。液滴半径的误差在-0.75%和5.67%之间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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