- A system of two equal and opposite charges separated by a certain distance is called an electric dipole.
- Electric dipole moment (p) is defined as the product of either charge (q) and the length (2a)of the electric dipole.
- Magnitude of electric field (E) due to an electric dipole at a distance r from its centre in a direction making an angle θ with the dipole is given by the equation,E=14πϵ.p√3cos2θ+1r3
where, p=2aq (2a is the distance of separation of the charges q).
From the above equation, I thought that, electric field around a neutral body won't be zero. Electric field around a neutral body would be zero if and only if the distance of separation between the dipole charges is zero (from the equation, we can notice that E tends to zero as p tends to zero or 2a tends to zero). So, even if a body is neutral, I thought that electric field need not be zero.
I got a doubt here. We know that, in a neutral atom, electron and proton have equal and opposite charges, and even they are separated by a certain distance. So, I assumed a pair of electron and proton to behave as a dipole, so that I could fit them to the above dipole equation. I thought, as the distance between electron and proton is not zero, there must exist electric field around them. As a result, we can expect electric field around all the atoms, thus producing a vector added field around the substance. But, we don't feel electric field around all the substance. Is it that electric field around the substances negligible? I don't know whether I am correct or wrong, or whether I have misunderstood the concept. If any is the case, please explain.
[My book mentions one related example: "The molecules of water, ammonia, etc behave as electric dipoles. It is because, the centres of positive and negative charges in these molecules lie at a small distance from each other" It is to be noted that, molecules are considered here and atoms are neglected.]
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