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A study of the influence of absorption on the spatial distribution of fluorescence intensity within large droplets using Mie theory, geometrical optics and imaging experiments

机译:利用米氏理论,几何光学和成像实验研究吸收对大液滴内荧光强度空间分布的影响

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The dependence of energy distributions within droplets on internal absorption effects has been investigated by calculations based on Mie theory and the geometrical optics approximation and experiments. The objective was to evaluate the accuracy of the geometrical optics approximation in calculating droplet volume to fluorescence intensity proportionality, required for planar droplet sizing measurements in sprays based on Mie scattering and fluorescence intensity from droplets. A geometrical optics approach was used to calculate the energy-density distribution in the meridional plane of a droplet and this was compared to the Mie theory solution for a range of imaginary refractive indices m{sub}i = 1 ×10{sup}(-5) to m{sub}1 =5 ×10{sup}(-4). Integration of the energy density distribution over the droplet volume provided a method to compare experimental and theoretical results. Good agreement was found for the energy density and volume integrated energy distribution patterns obtained from both calculation methods and the experimental results. Quantitative comparison of the volume integrated energy results shows that for the investigated range of absorptivity Mie theory calculations lead to results that are ≈ 30% higher than in the geometrical optics case. This discrepancy is independent of light absorption and droplet size. Tunneling waves were identified as the cause for the discrepancies between Mie theory and geometrical optics; these contribute to high energy density in the rim region of the droplet images.
机译:通过基于米氏理论的计算以及几何光学近似和实验,研究了液滴内能量分布对内部吸收效应的依赖性。目的是评估在计算液滴体积与荧光强度比例时几何光学近似的准确性,这是基于米氏散射和液滴的荧光强度进行喷雾中平面液滴尺寸测量所需的。使用几何光学方法来计算液滴子午面的能量密度分布,并将其与Mie理论解进行比较,得出一系列虚构折射率m {sub} i = 1×10 {sup}(- 5)到m {sub} 1 = 5×10 {sup}(-4)。液滴体积上能量密度分布的积分提供了一种比较实验和理论结果的方法。从两种计算方法和实验结果获得的能量密度和体积积分能量分布模式都发现了很好的一致性。体积积分能量结果的定量比较表明,对于所研究的吸收率范围,Mie理论计算得出的结果比几何光学情况下的结果高约30%。这种差异与光吸收和液滴大小无关。隧道波被认为是米氏理论与几何光学之间差异的原因。这些有助于液滴图像边缘区域的高能量密度。

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