Considering one body to be very heavy with respect to the other, the barycentre lies almost at te centre of the heavy body. So angular momentum being conserved, we can apply kepler's second law, can't we?
If we can, then r^2 * w = constant, so w is a function of r
Now this means that if the trajectory of the small body is eliptical, its angular velocity will change with time < as r will change>. Now for change in angular velocity we need angular acceleration. Angular acceleration will be caused due to some torque acting on the body.
How can gravitational force, being radial, produce a torque?
Where am I going wrong?
2007-08-22
17:23:54
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5 answers
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asked by
astrokid
4