Two Scintillation Methods of Measuring the Inner Scale

R. Hill
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Abstract

Let σ2 (L, k, Cn2, ℓo) be the irradiance variance of a monochromatic spherical wave of wavelength λ and wavenumber k = 2π/λ after propagating along a path of length L. The turbulence is assumed isotropic with refractive-index structure constant Cn2 and inner scale ℓo. Similarly let σ122(L, k1, k2, Cn2, ℓo) be the irradiance correlation, <(I1-) (I2-)>/ for iradiances I1 and I2 from spherical waves of wavelengths λ1, and λ2. Let σLA2(L, D, Cn2, ℓo) be the irradiance variance of radiation propagating along the same path and transmitted through a circular, uniformly-illuminated, phase-incoherent aperture of diameter D and measured using a receiving aperture of diameter D. It is assumed that D exceeds two Fresnel-zone sizes so σLA2 is approximately independent of the optical wavenumber.
测量内标度的两种闪烁方法
设σ2 (L, k, Cn2, l0)为波长为λ,波数为k = 2π/λ的单色球波沿长度为L的路径传播后的辐照度变化,湍流假定为各向同性,其折射率结构常数为Cn2,内标度为l0。同样地,设σ122(L, k1, k2, Cn2, l0)为辐照度相关性,/为波长为λ1和λ2的球面波的辐照度I1和I2。设σLA2(L, D, Cn2, l0)为辐射沿同一路径通过直径为D的均匀照明相位非相干圆形孔径,用直径为D的接收孔径测量的辐照度方差。假设D超过两个菲涅耳区大小,因此σLA2近似与光波数无关。
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