Now, let us put Q2 = + 1 Coulomb and let us denote force F by E in the equation (1), and by doing these we get,
This equation shows the force acting the a unit positive charge placed at a distance d from charge Q1.
As per definition this is nothing but of electric field strength of charge Q1 at a distance d from that charge.
Now, we got the expression of electric field strength or intensity. Now, by combining this expression with equation (1), we get, The above expression shows that, if we place a charge at any point in an electric field, the product of the electric field strength at that point and the charge of the body gives the force acting on the body at that point in the field. The above expression can also be rewritten as, Depending on this expression, the electric field strength can be expressed in Newton/Coulomb. The electric field strength has direction and hence it is vector quantity.
Intensity means the magnitude or amount. Now field intensity similarly means the magnitude of the strength of the field. Finally electric field intensity or strength can be written as, So far we have discussed about the electric field intensity at a point due to the influence of a single charge, but there may be a case where, the point is under the filed of more than one charged bodies. In that case, we first have to calculate, the electric field strength at that point for individual charges and the we have to vectorially add up all the field strengths to get resultant field strength at that point.