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Electric Field
Electric Field

1 The electrostatic Force
2 Coulomb's Law
3 Positive and Negatives charges
4 Electric field. Electric Field lines of Force
5 The electric field Unit
6 Polarization of a conducting material
7 Polarization of a dielectric material
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This article is part of the following tutorial >>

The Electric Field

When a charge Q is affected by an electrostatic force, there is an electric field.

The following formula shows the relation between them.

Electric field formula - Electronics Area

From the formula, we can see that the unit of the electric field is: Newton / coulomb (in the MKS system)

The Newton is the unit of force and the Coulomb is the unit of the electric charge.

Note:
- Coulomb = electric charge of 6.28 x 1018 electrons.
- 1 Ampere = 1 coulomb / second

If at some point the electric field is known, we can find the electrostatic force on a charge Q at that point.

We can obtain the following by solving the above formula:

Electrostatic Force formula - Electronics Area

Electric Field lines of Force

An electric field can be represented as lines of force (they don't really exist). They are useful to understand how the electric field works. See the diagram below.

Electric Field lines of Force - Electronics Area

The lines of force show at each point the direction that the electric field (E) has.

These lines never intersect with each other, and when they are close it means that the electric field is more intense.

However, we must take into account that for a given electric field, the number of lines of force is the same.

The lines of force of an electric field always start in the positive charge and end up in the negative charge. See chart

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