Expression for field due to magnetic monopole

[Amith2006]

1)It is said that the expressions for field due to a magnetic monopole is similar to field due to a electric charge except that in the former case we take pole strength in place of charge. Is it true?
i.e. Electric field due to a point charge = Q/r^2 Magnetic field due to a magnetic monopole = p/r^2
where p = pole strength,Q = charge
Is it true for force exerted by a magnetic pole at a given point?

 

[quasar987]

No, the field of a magnetic dipole is the same as the field of an electric dipole except you replace the electric dipole moment $\vec{p}$ for the magnetic dipole moment $\vec{\mu}$.

 

[kyle8921]

I cannot definitively answer this question as the existence of a magnetic monopole has not been confirmed experimentally. However, based on theoretical models, it is believed that the expression for the magnetic field due to a magnetic monopole would be similar to that of the electric field due to a point charge. This means that the strength of the magnetic field would decrease with distance from the monopole according to the inverse square law, just as the electric field does for a point charge. However, until a magnetic monopole is observed and its properties are accurately measured, we cannot say for certain if this expression is true. Additionally, the force exerted by a magnetic monopole at a given point would also likely follow a similar pattern to the force exerted by a point charge, but again, this cannot be confirmed until a monopole is observed and studied.