| 含扁率J2和J3项的限制性三体问题平动点及其稳定性 |
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| 引用本文： | 孙威,王玉诏,黄国庆.含扁率J2和J3项的限制性三体问题平动点及其稳定性[J].江西科学,2009,27(6):879-881,908. |
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| 作者姓名： | 孙威 王玉诏 黄国庆 |
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| 作者单位： | 南昌大学物理系,江西,南昌,330031 |
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| 摘 要： | 限制性三体问题是天体力学非常重要的模型之一，扁率项对限制性三体问题的平动点具有一定的影响作用。用分析近似方法研究了含扁率J2和J3项的限制性三体问题在赤道平面外的平动点位置和稳定性。
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| 关 键 词： | 天体力学 平动点 限制性三体问题 稳定性 |
Out-of-plane Equilibrium Points and Their Stability in the Restricted Three-body Problem with Oblateness of J2 and J3 Terms |
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| SUN Wei,WANG Yu-zhao,HUANG Guo-qing.Out-of-plane Equilibrium Points and Their Stability in the Restricted Three-body Problem with Oblateness of J2 and J3 Terms[J].Jiangxi Science,2009,27(6):879-881,908. |
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| Authors: | SUN Wei WANG Yu-zhao HUANG Guo-qing |
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| Institution: | ( Department of Physics, Nanchang University,Jiangxi Nanchang 330031 PRC) |
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| Abstract: | The restricted three-body problem is one very important model in celestial mechanics. The oblateness influences equilibium points of the restricted three-body problem. This paper studies out- of-plane equilibrium points and their stability in the restricted three-body problem with oblateness of the J2 and J3 terms. |
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| Keywords: | Celestial mechanics Equilibium points Restricted three-body problem Stability |
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