Dielectric in an electrostatic field

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SUMMARY

The discussion centers on the behavior of a dielectric material, specifically a piece of paper, when placed in an electrostatic field generated by a charged object, such as a rubbed plastic rod. The electric field induces polarization in the dielectric, resulting in a surface charge that leads to an upward force. The force can be calculated using the formula F=[(1-epsilon/2+epsilon)]2q^2R^3/d^5 in Gaussian units, where 'epsilon' represents the dielectric constant, 'q' is the point charge, 'R' is the radius of the dielectric sphere, and 'd' is the distance from the charge. The discussion also highlights that a uniform electric field, such as that between two parallel plates, does not exert a net force on the dielectric.

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  • Understanding of electric fields and forces
  • Familiarity with dielectric materials and polarization
  • Knowledge of Gaussian and SI units in physics
  • Basic grasp of electric dipole moments
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Nakis
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Hi all,

I am sorry this could sound like heard many times before, but I am trying to understand this problem and found nothing in my physics books.

If I put a small dielectric (bit of paper) into an electrostatic field (for example generated by a rubbed plastic rod), the paper will be attracted. In theory, the electric field causes a polarization in the paper, which amounts to a surface charge... If the rod is positive, a negative charge will appear in the paper surface, resulting in an "upward" force. How can his force be calculated?

Furthermore, how does this work if I use two parallel conductor plates, put the paper on a plate and apply some potential? Here, ithe charges would be different on each side of the paper, so that it would never leave one surface to find some equilibrium position...

I know it's weird, but anyway thanks for any help !

-Nakis
 
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The electric field produces an electric dipole moment in a small chunk of dielectric.
If the field is uniform (as between two parallel plates, there will be no force, as you suggested. You need a non-uniform field to get a force. For instance, the force on a dielectric sphere of radius R a distance d from a point charge q is
F=[(1-epsilon/2+epsilon)]2q^2R^3/d^5. This is in Gaussian units.
It is a bit more complicated in SI. The dielectric factor would be somewhat different
(and difficult to calculate) for other shapes
 

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