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Apr 7, 2014 at 5:23 vote accept Tadeus Prastowo
Apr 7, 2014 at 5:11 comment added Tadeus Prastowo I am trying to see the relationship between $F_\text{tangential}$ and $F_\text{radial}$ when the radius is varied while $\ddot\phi$ is held constant. As you aptly point out to me, I was walking down a minefield. Thank you very much for showing me the right way to go by starting a derivation afresh from $F = m R(\phi)\ddot\phi$. Is $F = m R(\phi)\ddot\phi$ the resultant vector of the tangential $F_\text{tangential to path}$ and radial $F_\text{perpendicular to path}$ vectors?
Apr 7, 2014 at 3:41 history answered Kvothe CC BY-SA 3.0