Dynamics of the Jupiter Trojans with Saturn’s perturbation when the two planets are in migration

被引:0
作者
Xiyun Hou
Daniel J. Scheeres
L. Liu
机构
[1] Nanjing University,School of Astronomy and Space Science
[2] University of Colorado Boulder,Department of Aerospace Engineering Sciences
来源
Celestial Mechanics and Dynamical Astronomy | 2016年 / 125卷
关键词
Trojan; Planet migration; Resonance; Triangular libration points (TLPs); Dynamical substitutes (DSs); Yarkovsky;
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中图分类号
学科分类号
摘要
In a previous paper (Hou et al. in Celest Mech Dyn Astron 119:119–142, 2014a), the problem of dynamical symmetry between two Jupiter triangular libration points (TLPs) with Saturn’s perturbation in the present configuration of the two planets was studied. A small short-time scale spatial asymmetry exists but gradually disappears with the time going, so the planar stable regions around the two Jupiter TLPs should be dynamically symmetric from a longtime perspective. In this paper, the symmetry problem is studied when the two planets are in migration. Several mechanisms that can cause asymmetries are discussed. Studies show that three important ones are the large short-time scale spatial asymmetry when Jupiter and Saturn are in resonance, the changing orbits of Jupiter and Saturn in the planet migration process, and the chaotic nature of Trojan orbits during the planet migration process. Their joint effects can cause an observable difference to the two Jupiter Trojan swarms. The thermal Yarkovsky effect is also found to be able to cause dynamical differences to the two TLPs, but generally they are too small to be practically observed.
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页码:451 / 484
页数:33
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[1]  
Beaugé C(2003)Extrasolar planets in mean-motion resonance: apses alignment and asymmetric stationary sotluion Astrophys. J. 593 1124-1133
[2]  
Ferraz-Mello S(2001)Dynamical spreading of asteroid families by the Yarkovsky effect Science 294 1693-1696
[3]  
Michtchenko TA(2006)The Yarkovsky and YORP effects: implications for asteroid dynamics Annu. Rev. Earth Planet. Sci. 34 157-191
[4]  
Bottke WF(2009)Constructing the secular architecture of the solar system II: the terrestrial planets Astron. Astrophys. 507 1053-1065
[5]  
Vokrouhichý D(2015)Exploration of bounded motion near binary systems comprised of small irregular bodies Celest. Mech. Dyn. Astron. 123 123-149
[6]  
Broz M(2013)Orbital clustering of martial Trojans: an asteroid family in the inner solar system? Icarus 252 339-346
[7]  
Bottke WF(2011)Earth’s Trojan asteroid Nature 475 481-483
[8]  
Vokrouhichý D(2015)Yarkovsky-driven spreading of the Eureka family of Mars Trojans Icarus 252 339-346
[9]  
Rubincam DP(2014)Giga-year evolution of Jupiter Trojans and the asymmetry problem Icarus 243 287-295
[10]  
Nesvorný D(1991)A dynamical equivalent to the equilateral libration points of the Earth-Moon system Celest. Mech. Dyn. Astron. 50 13-29