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How can I find the shape of an orbit under an inverse cube law of force?
Got it figured out. Thanks- bushdayroses
- Post #3
- Forum: Advanced Physics Homework Help
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How can I find the shape of an orbit under an inverse cube law of force?
Homework Statement I've found the a general form of equation for the explicit integration of the shape, r(\theta), of a one-body-problem (a particle rotating about a set point, O) for arbitrary \mathbf{f} = -f(r)\hat{\mathbf{r}}, and used it to find r(\theta) for an inverse square law f(r) = \mu...- bushdayroses
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- Dynamics Orbital Orbital dynamics
- Replies: 2
- Forum: Advanced Physics Homework Help