Scattering by Large Bubbles: Correction for Debye Coefficient at a Small Number of Sub-Waves

Zetian Liu
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引用次数: 1

Abstract

I found that when the Debye theory calculates the far-field scattered light intensity of bubbles, the forward scattered light intensity is quite different from the result calculated by the Mie theory due to the convergence problem, so the expression of the Debye coefficient has been revised. I derived the Debye reflectance and transmittance according to the physical meaning of Debye theory and compared them with Fresnel’s formula. I modified the Debye coefficient expressions for bubbles based on the differences between the Debye reflectance and transmittance from the Fresnel formula. Finally, compared with the far-field scattered light intensity calculated by the original Debye theory, the far-field scattered light intensity calculated based on the modified Debye coefficient can obtain more accurate forward scattered light intensity with fewer sub-waves.
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大气泡散射:小次波处德拜系数的校正
我发现Debye理论在计算气泡远场散射光强时,由于收敛问题,前向散射光强与Mie理论计算的结果相差较大,所以对Debye系数的表达式进行了修正。根据德拜理论的物理意义推导出德拜反射率和透射率,并与菲涅耳公式进行比较。根据菲涅耳公式中德拜反射率和透射率的差异,我修改了气泡的德拜系数表达式。最后,与原始Debye理论计算的远场散射光强相比,基于修正Debye系数计算的远场散射光强可以获得更精确的前向散射光强和更少的子波。
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