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Aggregate dust model to study the polarization properties of comet C/1996 B2 Hyakutake

机译:聚集尘埃模型研究彗星的极化特性   C / 1996 B2 Hyakutake

摘要

In our present study, the observed linear polarization data of cometHyakutake are studied at wavelengths $\lambda=0.365\mu m$, $\lambda=0.485\mu m$and 0.684$\mu m$ through simulations using Ballistic Particle-Cluster Aggregateand Ballistic Cluster-Cluster Aggregate aggregates of 128 spherical monomers.We first investigated that the size parameter of the monomer, $x$ $\sim$ 1.56-- 1.70, turned out to be most suitable which provides the best fits to theobserved dust scattering properties at three wavelengths $\lambda = 0.365$$\mum$, 0.485$\mu m$ and 0.684$\mu m$. Thus the effective radius of the aggregate(r) lies in the range $0.45 \mu m \le r \le 0.49 \mu m$ at $\lambda =0.365$$\mu m$; $ 0.60 \mu m \le r \le 0.66 \mu m$ at $\lambda = 0.485$$\mu m$and $0.88 \mu m \le r \le 0.94 \mu m$ at $\lambda = 0.684$$\mu m$. Now usingsuperposition \textsc{t-matrix} code and the power-law size distribution, $n(r)\sim r^{-3}$, the best-fitting values of complex refractive indices arecalculated which can best fit the observed polarization data at the above threewavelengths. The best-fitting complex refractive indices $(n,k)$ are found tobe (1.745, 0.095) at $\lambda = 0.365 $ $\mu m$, (1.743, 0.100) at $\lambda =0.485 $ $\mu m$ and (1.695, 0.100) at $\lambda = 0.684$ $\mu m$. The refractiveindices coming out from the present analysis correspond to mixture of bothsilicates and organics, which are in good agreement with the \textit{in situ}measurement of comets by different spacecraft.
机译:在我们目前的研究中,通过使用弹道粒子团聚体的模拟研究了观测到的Hyakutake彗星的线性偏振数据,其波长分别为λ\λ= 0.365 \ mu m $,$ \ lambda = 0.485 \ mu m $和0.684 $ \ mu m $。 128个球形单体的弹道团簇聚集体。我们首先研究发现,单体尺寸参数$ x $ \ sim $ 1.56-- 1.70最合适,它最适合观察到的粉尘散射特性在三个波长下$λ= 0.365 $ \ mum $,0.485 $ \ mu m $和0.684 $ \ mu m $。因此,聚集体(r)的有效半径在$ \ lambda = 0.365 $$ \ mu m $时处于$ 0.45 \ mu m \ le r \ le 0.49 \ mu m $的范围内; $ 0.60 \ mu m \ le r \ le 0.66 \ mu m $ at $ \ lambda = 0.485 $$ \ mu m $和$ 0.88 \ mu m \ le r \ le 0.94 \ mu m $ at $ \ lambda = 0.684 $$ \ mu m $。现在,使用叠加\ textsc {t-matrix}代码和幂律尺寸分布$ n(r)\ sim r ^ {-3} $,计算出最适合观察到的偏振的复折射率的最佳拟合值以上三个波长的数据。发现最适合的复折射率$(n,k)$为(1.745,0.095),其中$ \ lambda = 0.365 $ $ \ mu m $,(1.743,0.100)在$ \ lambda = 0.485 $ $ \ mu m $和(1.695,0.100)在$ \ lambda = 0.684 $ $ \ mu m $。从本分析中得出的折射指数对应于硅酸盐和有机物的混合物,这与不同航天器对彗星的“原位”测量非常吻合。

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