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![[Post New]](/templates/default/images/icon_minipost_new.gif) 4 Jul 2007 18:32:44 IST
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A conical pendulum . (a) The horizontal component of angular mom. of mass about the point of supprt P is approximately 2.9 kg-m^2/s (b) The vertical component of angular mom. of mass about about the point of support P is approx. 1.7 (c) Mag. of dL/dt (L=angular mom. vector of mass about P) is approx 10 (d) torque = dL(vector)/dt will not hold gud in this case. choose correct options.(i think mass shud be given)
[ans:A,B,D]
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 4 Jul 2007 18:33:36 IST
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angle wid vertical is 30 and length is 1m
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 4 Jul 2007 19:45:21 IST
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Let the tension in the string be T. Then, Tcos = mg Tsin = mv2/L Dividing these two, v2 = gLsin ----------------(1)
You can see here that at each instant, the direction of angular momentum changes. Further, the angular momentum vector rotates about the point of suspension, tracing out a cone. This type of motion is called precession. For precession, the vertical component of angular momentum = troque. ie, dLz/dt =  Lz = I The other parts can be solved easily. Nudge me if you have any doubts in those too.
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