V2EX hill sphere

Hill Sphere

释义 Definition

希尔球(Hill sphere):在天体力学中,指一个较小天体(如行星、矮行星或卫星)在绕更大天体运行时,其引力能在与潮汐扰动竞争中占优势、从而能够“稳定束缚”自身卫星或环系的空间范围(近似为一个球形区域)。该范围之外,卫星更容易被主天体的引力“夺走”或轨道变得不稳定。

发音 Pronunciation

/hl spr/

例句 Examples

A planet’s Hill sphere shows how far its gravity can hold a moon.
行星的希尔球显示了它的引力能在多远范围内束缚一颗卫星。

Because the asteroid’s Hill sphere is tiny, any captured satellite would be easily destabilized by the Sun’s gravity during close approaches.
由于这颗小行星的希尔球非常小,在近距离接近时,任何被它捕获的卫星都很容易被太阳引力扰乱而变得不稳定。

词源 Etymology

“Hill sphere”得名于美国天文学家与数学家 George William Hill(乔治威廉希尔)。它源自三体问题(特别是受限三体问题)中的“希尔近似/希尔问题”,用于描述在主天体潮汐力影响下,次级天体周围仍可能保持引力主导的区域;“sphere(球)”则是对这一稳定影响范围的直观几何称呼(尽管实际稳定边界并非完美球形)。

相关词 Related Words

文学与经典著作 Literary Works

  • George William Hill(1878)相关论文:提出并发展“希尔问题/希尔近似”,为“希尔球”概念奠基(见其关于月球与受限三体问题的经典研究)。
  • Solar System Dynamics(Murray & Dermott):在行星卫星系统与轨道稳定性章节中讨论希尔半径/希尔球及其应用。
  • Orbital Motion(A. E. Roy):在轨道力学与摄动理论框架下介绍希尔球(常与拉格朗日点、摄动稳定性一起出现)。
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