Dynamics and Relativity

Physics and electronics discussion, revision, exam and homework help.

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  1. samueltaylor123's Avatar
    • Junior Member
    • Location: Oxford
    • Posts: 70
    Dynamics and Relativity
    Problem is on attatchment.
    To solve, I tried to consider the path taken as a section of the circumference, but no use. I'm guessing its to do with the photon detection, but I cant work it out.

    Any help?
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  2. Xdaamno's Avatar
    • Junior Member
    • Posts: 41
    Re: Dynamics and Relativity
    Two objects in the same orbit around a planet always have the same speed, right?

    At the same altitude, their centripetal accelerations due to gravity are the same. Relations like v=√(ar) show that this implies their speeds are the same.
  3. samueltaylor123's Avatar
    • Junior Member
    • Location: Oxford
    • Posts: 70
    Re: Dynamics and Relativity
    Right, I was wondering that, just it seems pretty simple. Its a 3 mark question, which would be quite generous
  4. samueltaylor123's Avatar
    • Junior Member
    • Location: Oxford
    • Posts: 70
    Re: Dynamics and Relativity
    (Original post by Xdaamno)
    Two objects in the same orbit around a planet always have the same speed, right?

    At the same altitude, their centripetal accelerations due to gravity are the same. Relations like v=√(ar) show that this implies their speeds are the same.
    It dosent say they have the same mass, so the centripetal force isnt neccesarily the same surely?
  5. XiaoXiao1's Avatar
    • Full Member
    • Posts: 126
    Re: Dynamics and Relativity
    Both the gravitational force of attraction and the required centripetal force are proportional to the mass of the orbiting object, therefore it's speed is independent of mass (in a similar way to the fact that the acceleration of free fall for all objects on earth is the same when you neglect air resistance).
  6. samueltaylor123's Avatar
    • Junior Member
    • Location: Oxford
    • Posts: 70
    Re: Dynamics and Relativity
    oh yeah of course, cheers
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