derive an expression for the energy stored in a dipole in a uniform electric field
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The potential energy of an electric dipole in the electric field is zero .In non uniform field electric dipole experience torque as well as a net force. ...
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Small work done in rotating a dipole through a small angle dθ is
dW = Tdθ..........(here T is torque)
dW = pEsinθdθ
Now total work done in rotating a dipole from θ1 to θ2 is
W = int.(pEsinθdθ)
[ upper limit = θ2, lower limit = θ1]
after integration,
W = pE(cosθ1–cosθ2)
This is the energy stored in the dipole...
dW = Tdθ..........(here T is torque)
dW = pEsinθdθ
Now total work done in rotating a dipole from θ1 to θ2 is
W = int.(pEsinθdθ)
[ upper limit = θ2, lower limit = θ1]
after integration,
W = pE(cosθ1–cosθ2)
This is the energy stored in the dipole...
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