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Photometric analysis for the spin parameters and shapes of asteroids (362) Havnia and (506) Marion

机译:小行星的自旋参数和形状的光度分析(362)Havnia和(506)Marion

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摘要

The physical properties of asteroids, such as their spin and shape, are very important for understanding the formation and evolution of the entire asteroid belt, as well as the individual asteroid itself. However, only a small part of asteroids had been determined accurately for their spin parameters and shapes due to lack of data or narrow aspect angle distribution of dataset. In the present paper, the spin parameters and convex shapes of two C-type main-belt asteroids (362) Havnia and (506) Marion are analyzed using the convex inversion method and the virtual-photometry Monte Carlo method. A pair of poles are found for (362) Havnia at (96 degrees. 2(-2.0)(+3.0), + 38 degrees. 8(-2.4)(+6.8)) and (273 degrees. 0(-6.5)(+1.3), + 40 degrees. 0(-9.9)(+1.2)) in ecliptic coordinates, the spin period values corresponding to the two poles are 16. 918773(-6.4(-6))(+2.8(-5)) h (here +2.8(-5) represents +2.8 x 10(-5)) and 16. 918935(-4.3(-5))(+1.2(-5)) h, respectively. Similarly, two candidate poles are found for (506) Marion at (88 degrees. 0(-0.3)(+1.3), + 22 degrees. 3(-1.5)(+1.3)) and (264 degrees. 5(-0.03)(+1.2), - 7 degrees. 5(-0.92)(+1.1)). The spin periods for the two poles are 13. 549826(-9.8(-6))(+1.2(-5)) h and 13.549751(-5.9(-6))(+1.3(-5)) h. The shapes of Havnia for the pair of poles approximate to Maclaurin spheroids. Whereas the convex shapes of Marion for the two poles are prolate shapes, and it rotates around the longest axis. The significant divergence of weight coefficients c for Havina and Marion implies different materials on the two asteroids' surface. (C) 2015 Elsevier Ltd. All rights reserved.
机译:小行星的物理特性,例如它们的自旋和形状,对于理解整个小行星带以及单个小行星本身的形成和演化非常重要。但是,由于缺少数据或数据集的纵横角分布窄,因此只能精确确定小部分小行星的自旋参数和形状。本文采用凸反演法和虚拟光度法蒙特卡洛法对两种C型主带小行星(362)Havnia和(506)Marion的自旋参数和凸形进行了分析。在(96)2(-2.0)(+ 3.0),+ 38度,8(-2.4)(+ 6.8))和(273度.0(-6.5))下发现了(362)Havnia的一对极点。 (+1.3),+ 40度。在黄经坐标系中为0(-9.9)(+ 1.2)),与两个极点相对应的自旋周期值为16。918773(-6.4(-6))(+ 2.8(-5 ))h(这里+2.8(-5)代表+2.8 x 10(-5))和16 918935(-4.3(-5))(+ 1.2(-5))h。同样,(506)Marion在(88度。0(-0.3)(+ 1.3),+ 22度。3(-1.5)(+ 1.3))和(264度。5(-0.03) )(+ 1.2),-7度。5(-0.92)(+ 1.1))。两个极的自旋周期为13. 549826(-9.8(-6))(+ 1.2(-5))h和13.549751(-5.9(-6))(+ 1.3(-5))h。这对极的Havnia形状近似于Maclaurin球体。而马里恩(Marion)的两个极的凸形是长圆形,并且绕最长轴旋转。 Havina和Marion的权重系数c的显着差异意味着这两个小行星表面上的物质不同。 (C)2015 Elsevier Ltd.保留所有权利。

著录项

  • 来源
    《Planetary and space science》 |2015年第12期|242-249|共8页
  • 作者单位

    Chinese Acad Sci, Yunnan Observ, POB 110, Kunming 650011, Peoples R China|Chinese Acad Sci, Key Lab Struct & Evolut Celestial Objects, Kunming 650011, Peoples R China;

    Univ Helsinki, Dept Phys, FI-00014 Helsinki, Finland|Finnish Geospatial Res Inst, FI-02431 Masala, Finland;

    Chinese Acad Sci, Yunnan Observ, POB 110, Kunming 650011, Peoples R China|Univ Chinese Acad Sci, Beijing 100049, Peoples R China;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Asteroids; Photometric data; Spin parameters; Convex shape; Uncertainty;

    机译:小行星;光度数据;自旋参数;凸形状;不确定度;

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