在天体力学中，轨道共振发生在两个天体的运行轨道的公转周期成简单整数比关系，它们之间互相受到周期性引力影响。这使它们的轨道在引力扰乱中保持稳定。
这意味着共振可能使行星保持在它们轨道上。
That means there are likely planets in resonances that keep them in their places.
通过实例说明了共振论与分子轨道理论的关系。
The relation between resonance theory and molecular orbital theory was illustrated by concrete examples.
在太阳系，就有轨道相互交叉，共振能保持其稳定的轨道的例子。
In a solar system in which orbits cross each other, resonances can keep the planets in stable tracks around their stars.
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