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Spectrophotometric properties of Moon's and Mars's surfaces exploration by shadow mechanism

机译:阴影机制的月球和火星表面探索的分光光度特性

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Typically, to analyze the data of the phase dependence of brightness atmosphereless celestial bodies one use some modification of the shadow mechanism involving the coherent mechanism. There are several modification of B.Hapke [2] model divided into two groups by the number of unknown parameters: the first one with 4 parameters [3,4] and the second one with up to 10 unknown parameters [1] providing a good agreement of observations and calculations in several wavelengths. However, they are complicated by analysing of the colorindex C(α) dependence and photometric contrast of details with phase K(α) and on the disk (μ o = cos i). We have got good agreement between observed and calculated values of C(α) = U(α)-I(α), K(α), K(muo) for Moon and Mars with a minimum number of unknown parameters [4]. We used an empirical dependence of single scattering albedo (ω) and particle semi-transparency(?): ? = (1-ω)n. Assuming that [χ(0°)/χ(5°)] = χ(5°)/χ(0°)],where χ(α) is scattering function, using the phase dependence of brightness and opposition effect in a single wavelength, we have defined ω,χ(α),g (particle packing factor), and the first term expansion of χ(α) in a series of Legendre polynomials xl. Good agreement between calculated and observed data of C(α) = U(α)-I(α) for the light and dark parts of the lunar surface and the integral disk reached at n ≈0,25, g = 0,4 (porosity 0,91), x1 = -0,93, ω = 0,137 at λ= 359nm and 0,394 at λ = 1064nm;,for Mars with n ≈ 0,25,g = 0,6 (porosity 0,84), x1≈0, ω = 0,210 at λ = 359nm and ω = 0,784 at λ = 730nm.
机译:通常,为了分析亮度大气的阶段依赖性的数据,使用涉及相干机制的阴影机构的一些修改。 B.Hapke [2]模型的多个修改分为两组,通过未知参数的数量:第一个有4个参数[3,4]和第二个,最多10个未知参数[1]提供良好几种波长观测和计算的同意。然而,它们通过分析与相k(α)和盘上的细节和盘(μ= COS I)的细节的依赖性和光度对比度复杂。对于月亮和火星的C(α)= U(α),K(α),K(α),k(μs)的C(α)= U(α),K(α),k(MUO)之间有良好的一致性,具有最小数量的未知参数[4]。我们使用单次散射Albedo(ω)和粒子半透明(?)的经验依赖性: =(1-ω)n。假设[χ(0°)/χ(5°)] =△(5°)/χ(0°)],其中χ(α)是散射功能,使用亮度的相位依赖性和一个单一的反对效果波长,我们已经定义了ω,χ(α),g(粒子包装因子)和一系列Legendre多项式XL中的χ(α)的第一术语扩展。计算和观察到的C(α)=之间的数据之间的良好一致性U(α)-i(α)用于月球表面的光和暗部和达到N≈0,25,G = 0,4(孔隙率0,91),X1 = -0,93, λ= 0,137λ= 359nm和0.394,在λ= 1064nm处;,对于带n≈0,25,g = 0,6(孔隙率0,84),x1≈0,ω= 0,210,λ= 359nm和ω= 0,784λ= 730nm。

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