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Electromagnetic energy is the kind of energy which results from the forces generated by electrical charge in accordance with Coulomb's Law.
It is the property of nature.
Yes, Coulomb's law is an example of a conservative force. A conservative force is one in which the energy required to move a particle (subject to this force) from one point in space to another is independent of the path taken.
Electrical charge is a basic property of some particles. According to Coulomb's Law there is a force between charges. This force is associated with potential energy contained in an electric field. This electrical potential is called voltage. When voltage is present, electrically charged particles move (unless prevented from doing so) due to the forces they "feel." The flow of charge is known as electrical current.
Insulators block the flow of electricity, and therfore cannot be charged. That is completely wrong. An insulator can be charged. The difference is that the charge carriers in an insulator will be still, and will not respond to each other's fields. This is not true for a conductor, where the coulomb forces between charges will force all charge to the surface of the conductor, as a result of Gauss' law.
Electromagnetic energy is the kind of energy which results from the forces generated by electrical charge in accordance with Coulomb's Law.
Electromagnetic energy is the kind of energy which results from the forces generated by electrical charge in accordance with Coulomb's Law.
It is the property of nature.
Coulomb Forces
yes i think that electrical are to much
First of all, one charge doesn't exert force on other charges. The forces always occur in pairs ... a pair of equal and opposite forces between every two charges. The strength of those forces is proportional to the product of the two charges, and inversely proportional to the square of the distance between the two charges. So yes, if the distance between two charges were to change, then the coulomb force between them would change. If new, additional charges happen along, then there are forces between every two charges present. The forces between the original two don't change.
Two oppositely charged particles (electron: - charge, proton: + charge) create an attractive electrostatic force described by Coulomb's Law. More info of the physics behind it at the related link.
No, not in normal circumstances. The force due to charge, the Coulomb force, is a force of repulsion between particles of the same charge. Coulomb attraction occurs between oppositely charged particles. That said, there are four fundamental forces in nature and the electromagnetic force in only one. If you want to include more unusual circumstances that are outside of typical human experience, these other forces are relevant. For instance, all particles have mass and the gravitational force is attractive. Since it is much much smaller than the forces due to charge except in unusual circumstances, we don't usually consider it.
In equilibrium.
Yes. The forces are mutual.
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THIS IS THE DEFINITION OF ELECTRICAL ENEGRY: is a potential energy associated with the conservative Coulomb forces within a defined system of point charges. energy made available by the flow of electric charge through a conductor; "they built a car that runs on electricity"