can a gravity effect on the movement of electric charge?
One more time....in English. :P
This suggests similarities between the electric field E and the gravitational field g, so sometimes mass is called "gravitational charge". Similarities between electrostatic and gravitational forces: Both act in a vacuum. Both are central and conservative. Both obey an inverse-square law (both are inversely proportional to square of r). Both propagate with finite speed c, the speed of light. Electric charge and relativistic mass are conserved; note, though, that rest mass is not conserved. Differences between electrostatic and gravitational forces: Electrostatic forces are much greater than gravitational forces (by about 1036 times). Gravitational forces are attractive for like charges, whereas electrostatic forces are repulsive for like charges. There are no negative gravitational charges (no negative mass) while there are both positive and negative electric charges. This difference combined with previous implies that gravitational forces are always attractive, while electrostatic forces may be either attractive or repulsive. go to http://en.wikipedia.org/wiki/Electric_field for further info.
I think he asked wheter gravitationnal fields can affect E-fields : in this case, the answer is no in classical mecanic. (I would says yes in general relativity, but with great reserve, because of the lensing of electromagnetic ray by gravity)
YES IT CAN FOOL
\[-b \pm \sqrt{b ^{2}-4ac}/2a\]
\[\tan^{-1} \]
absolutelly yes..it can
I would be very interested if you could provide relevant pointer to Wikipedia, or equivalent reliable source : however, the equation you wrote seems non-sensical, and in no way related to Electromagnetism nor gravity.
i would say gravity would have a very very very negligible effect on the movement of electric charge as g-force is the weakest of other forces like coulomb/nuclear forces. coulmbic force is greater than g-force to an order of 10^30-40.......
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