Calculating Torque and Frequency of a Polar Molecule

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The discussion revolves around calculating the torque and frequency of a polar molecule modeled as a rod with charges at each end, placed between capacitor plates. Participants are trying to determine the torque τ by analyzing the forces acting on the charges due to the electric field. There is confusion regarding the expression of torque and the equilibrium position, which is suggested to be at the center of mass of the rod. Clarifications are sought on how to calculate the torque and the dynamics of the system, particularly regarding the couple moments acting on the rod. The conversation emphasizes the need for a clearer understanding of the forces and moments involved in this physical scenario.
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Homework Statement


A simple model of a polar molecule is a rod of length L with mass m where the charges q
and -q is arranged at each end of the rod. The molecule is located between two capacitorplates where spacing is on potential difference between the capacitor is V. The molecule will have a
equilibrium position (apart from gravity), but when the molecule is rotated away from the angle θ
equilibrium position will be affected by a torque τ.

a) Calculate the torque τ. Calculate the frequency f at which the molecule can perform small oscillations around the equilibrium position



The Attempt at a Solution


I think of using the force on the charges which is the charge * electric field strength, but i don't know how to express that, can someone help please
 
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If I am illustrating this correctly then this should have a couple moment applied to the "rod"?

The wording on this is a bit confusing, and if there a screenshot to go along with this, so we can all be on the same page?
 
I can't take a screenshot, but how to calculate a torque of these charges and this rod.
 
Well look at the force on your charges due to the magnetic field contained within the capacitor and recognize you'd have two equivalent moments directed in opposite directions at all times, which is a couple.

The equilibrium position is going to be at your center of mass of the rod it looks like.
 
How do i express that to make sense, i am really confused
 
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