The coulomb force between two charges is medium dependent. where is the force maximum?
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Coulomb's law expresses that: The magnitude of the electrostatic constraint of attraction between two point charges is straightforwardly relative to the result of the extents of charges and conversely corresponding to the square of the separation between them. The constraint is along the straight line going along with them.
The Coulomb force between at least two charged bodies is the drive between them because of Coulomb's law. On the off chance that the particles are both positively or negatively charged, the drive is awful; on the off chance that they are of inverse charge, it is attractive.
Coulomb force between two charges is conversely corresponding to the dielectric steady of the medium. Coulomb drive is most extreme in air/vacuum on the grounds that the estimation of dielectric constant air/vacuum is 1, for another medium its value will dependably be more greater than 1.
The Coulomb force between at least two charged bodies is the drive between them because of Coulomb's law. On the off chance that the particles are both positively or negatively charged, the drive is awful; on the off chance that they are of inverse charge, it is attractive.
Coulomb force between two charges is conversely corresponding to the dielectric steady of the medium. Coulomb drive is most extreme in air/vacuum on the grounds that the estimation of dielectric constant air/vacuum is 1, for another medium its value will dependably be more greater than 1.
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