Feynman Fan posted an Question
August 11, 2020 • 16:47 pm 30 points
  • IIT JAM
  • Physics (PH)

Solve the given diffrential equation m ,k and l are constants get r=1/u as a function of theta (d^2 u(Θ))/(dΘ^2) + u(Θ) = (m k)/l^2

solve the given diffrential equation m ,k and L are constants get ubas a function of theta

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    Ruby negi best-answer

    solution for ur problem...

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    this is just a differential equation...u can solve it like that...

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    you did it correctly but can u please explain how we get the answer in terms of energy when we solve similar equation in case of equation of orbit for central force problem

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    yeah, sure. wait .

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    dear, note that this energy relation is only for Kepler's potential.. for other potentials, it is in higher classes and also not the past of jam syllbus..

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    is this helpful to u?

  • Mahak best-answer

    see attached you will get idea of how to solve

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    but here directly solution is given i want solution in detail not just the answer but the method how to arrive at that answer

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