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首页> 外文期刊>The Astrophysical Journal. Letters >A Librational Model for the Propeller Bleriot in the Saturnian Ring System
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A Librational Model for the Propeller Bleriot in the Saturnian Ring System

机译:Saturnian环系统螺旋桨Bleriot的演示模型

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The reconstruction of the orbital evolution of the propeller structure Bleriot orbiting in Saturn's A ring from recurrent observations in Cassini ISS images yielded a considerable offset motion from the expected Keplerian orbit. This offset motion can be composed by three sinusoidal harmonics with amplitudes and periods of 1845, 152, 58 km and 11.1, 3.7, and 2.2 years, respectively. In this paper we present results from N-body simulations, where we integrated the orbital evolution of a moonlet, which is placed at the radial position of Bleriot under the gravitational action of the Saturnian satellites. Our simulations yield that, especially the gravitational interactions with Prometheus, Pandora, and Mimas are forcing the moonlet to librate with the right frequencies, but the libration amplitudes are too small to explain the observations. Thus, further mechanisms are needed to explain the amplitudes of the forced librations-e.g., moonlet-ring interactions. Here, we develop a model, where the moonlet is allowed to be slightly displaced with respect to its created gaps breaking the point symmetry and causing a repulsive force in this way. As a result, the evolution of the moonlet's longitude can be described by a harmonic oscillator. In the presence of external forcing by the outer moons, the libration amplitudes get the more amplified the closer the forcing frequency is to the eigenfrequency of the disturbed propeller oscillator. Applying our model to Bleriot, it is possible to reproduce a libration period of 13 years with an amplitude of about 2000 km.
机译:从Cassini Iss图像中的复发观测中,在土星的螺旋桨结构Bleritiot轨道的重建产生了来自Cassini Iss图像的反复观测的环中,从预期的Keplerian轨道上产生了相当大的偏移运动。该偏移运动可以分别由三个正弦谐波和1845,52,58km和11.1,3.7和2.2岁的幅度组成。在本文中,我们提出了N-Band模拟的结果,其中我们整合了月球的轨道演变,该轨道进化是在Saturnian卫星的引力作用下放置在Bleriot的径向位置。我们的模拟产量,特别是与普罗米修斯,潘多拉和林马斯的引力相互作用是用右频率强迫月光,但振荡幅度太小而无法解释观察。因此,需要进一步的机制来解释强制性胶化的幅度-e.g。,月光环相互作用。在这里,我们开发一种模型,其中允许月光在其产生的间隙中稍微移位,打破点对称性并以这种方式引起排斥力。结果,可以通过谐波振荡器来描述月球经度的演变。在外部卫星的外部强制存在下,释放较近强制频率的解放幅度是受干扰的螺旋桨振荡器的特征频率的更近。将我们的模型应用于Bleriot,可以重现13年的自由期限,幅度约为2000公里。

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