What Is Coulomb’s Law?
Two same types of charges repel each other and opposite types of charges attract each other. This shows that there is a force acting between two charges which is called electric force. The electric force is the repulsive force between same charges and it is the force of attraction between opposite charges.
Even if the electric charge is located in a vacuum, an electric force is applied between them.
In 1785, Francis Coulomb, on the basis of experiments, gave a rule regarding the force acting between two charges, which is called Coulomb’s law.
According to this law, “the force of attraction or repulsion between two fixed point charges is directly proportional to the product of the quantities of the two charges and inversely proportional to the square of the distance between them.” This force is along the line joining those charges.
Thus, if two point charges q_{1} and q_{2} are located at a distance r from each other, then the force between them
F ∝ q_{1} q_{2} / r^{2}
F = k (q_{1} q_{2} / r^{2})
where k is a constant, whose value depends on the medium between the charges and on the units of charge, distance and force. If the unit of force is taken as newton, unit of distance is meter and unit of charge is coulomb and both the charges are located in vacuum, then by experiment, the value of k comes to 9.0 x 10^{9}.
Hence, the force between the point charges placed in a vacuum
F = 9.0 x 10^{9} (q_{1} q_{2} / r^{2})
In this equation if q_{1} = q_{2} = 1 coulomb and r = 1 meter then F = 9.0 x 10^{9}. Therefore, 1 coulomb is that charge which repels an equal charge placed in vacuum at a distance of 1 meter from itself with a force of 9.0 x 10^{9} newton. Coulomb is a very large unit of charge. In practice we use microcoulomb (μC):
1 Microcoulomb = 10^{6} Coulomb
For convenience, if the point charges are located in the vacuum, the proportional constant k is written as 1/4πϵ_{0} in the equation.
Where 1/4πϵ_{0 } = 9.0 x 10^{9} Newtonmeter^{2}/coulom^{2} . The permittivity of free space(ε0)
If a nonconducting material is placed between the two charges in place of vecuum, then the force acting between them will be according to the following formula:
Where K is a dimensionless constant, which is called the dielectric constant or specific inductive capacity of that material and the nonconducting material is called dielectric. The value of K is greater than 1 for all dielectrics.
Therefore, if there is a dielectric between the charges, then the electric force between them decreases.
In the above formula, only e can be written in place of eK and e is called permittivity of that dielectric.
Comparison of electric force with gravitational force
We can compare the electric force acting between two charged objects with the gravitational force acting between them. Both these forces act according to the same laws and both remain active even in vacuum. But there is also some difference between these two:
Electric force can be force of attraction as well as force of repulsion, whereas force of gravity is always force of attraction. This shows that charge can be of two types whereas mass is of only one type.
The electric force depends on the medium between the two charges whereas the gravitational force does not depend on the medium between the two masses.
The electric force is much stronger than the gravitational force. Example: The electric force between two protons is 10^{36} times greater than the gravitational force between them. Between two electrons it is even greater, that is, 10^{43} times larger.
Importance of Coulom’s law
The electric force is much stronger than the gravitational force. Example: The electric force between two protons is 10^{36} times greater than the gravitational force between them. Between two electrons it is even greater, that is, 10^{43} times larger.
Coulomb’s law is true for very large distances to very small distances, even here for atomic distances (= 10^{11} meters) and nuclear distances (= 10^{15} meters).
Therefore, this law not only gives knowledge of the forces acting between charged objects, but also helps to explain the forces due to which electrons of an atom bind with its nucleus to form an atom, two or more than one atom binds together to form molecules and many atoms or molecules bind together to form solids and liquids.
The force experienced in our daily life is such a force, which is not the force of gravity, it is an electric force.
Electric field : Electric lines of force
The area around an electric charge or charge community in which some other charge experiences the force of attraction or repulsion is called electric field or electric field force. If a charge placed in an electric field is free to move, then it will start moving in a state of force.
If the direction of force is constantly changing, then the direction of movement of the charge will also change continuously, it will move on a curved path. The path of an independent positive charge in an electric field is called electric line of force.
Electric lines of force is an imaginary, smooth curve drawn in an electric field on which an independent and isolated unit positive charge moves. The tangent drawn at any point to the electric lines of force gives the direction of the force acting on the positive charge at that point. We can represent an electric field by lines of force.

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Lines of force have been drawn in the electric field generated by a positively charged sphere. If any other positive charge is left free near this sphere, then it will move in a straight line till infinity due to repulsion.
Therefore, the lines of force from a single positive charge go straight to infinity. Conversely, due to a single attraction, it will move from infinity to negative charge. Hence the lines of force running from infinity to a straight negative charge.
For a charged sphere, the lines of force are straight and radial trailing and appear to originate from the center of the sphere or meet at the center.
Lines of force have been drawn in the electric field produced by two equal and opposite charges. These lines run from the positive charge and end at the negative charge.
Lines of force are drawn in the field produced by two equal and equal charges.
For a charged sphere, the lines of force are straight and radial trailing and appear to originate from the center of the sphere or meet at the center.
Lines of force have been drawn in the electric field produced by two equal and opposite charges. These lines run from the positive charge and end at the negative charge.
Lines of force are drawn in the field produced by two equal and equal charges.
At the midpoint N in the line joining these two charges, the field due to one charge is exactly equal but opposite to the field due to the other charge. Hence, the resultant field at this point is Zero. This point is called neutral point. If any other charge is placed at this point then it will not have the tendency to move in any direction.
If both the positive charges are not equal, then the neutral point will not be in the middle. In this case, if the quantities of charges are q_{1} and q_{2} and their distances from the neutral point are r_{1} and r_{2} respectively, then
q_{1} / r_{1}^{2} = q_{2} / r_{2}^{2}