find one equation for the oscillation frequence,of a electrical dipole with moment (p),and moment of inertia (I),for small oscillation in presence of a uniform field (E).

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find one equation for the oscillation frequence,of a electrical dipole with moment (p),and moment of inertia (I),for small oscillation in presence of a uniform field (E).

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|dw:1344729298865:dw|
no ... p is Electric Dipole and E is Electric field.

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http://hyperphysics.phy-astr.gsu.edu/hbase/electric/diptor.html
lol ... why is this in history ... section?
lol i dont know ,just see it now
how can i move?
|dw:1344729545214:dw|
not sure ... just don't tag me in History or Bio or Che section.
i posted it in physics
|dw:1344729750484:dw| solve this Differential Equation ... this is not easy (this is non linear) to find out the complete solution.
ok i will try
but if |dw:1344729818258:dw||dw:1344729852382:dw|
also to be harmonic ... i think it should be |dw:1344729978494:dw| anyway ... try to solve that.|dw:1344730004744:dw|
ok thanks experiment
also if you are considering for large angle ... refer this http://en.wikipedia.org/wiki/Pendulum_(mathematics)#Arbitrary-amplitude_period
the solution of that non linear DE must be similar http://hyperphysics.phy-astr.gsu.edu/hbase/pendl.html
yw
|dw:1344730427991:dw|
\[\tau= -E.Q.(d/2)-E.Q.(d/2)=E.p.\sin(\theta) \approx -E.p.\theta=-K.\theta\] \[T=2.\pi.\sqrt{I/k}=2.\pi.\sqrt{I/E.P}->f=(1/2\pi).\sqrt{E.P/I}\]
most probably ... :) i'm not pretty sure though
it's rigth for sure
first time i try to do by energy conservation,but i get two times this answer,this is the correct one in book
the book give only the final value
i guess it is ... then.

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