# Magnetic Force of a current carrying wire loop on a magnetic object

let's say we have a current carrying wire loop WITHOUT AN EXTERNAL MAGNETIC FIELD. It produces a magnetic field on its own. what would the magnetic field and force of this loop on a charge or a magnetic object(or whatever) outside the loop?

I always find the equation of F = IBL which is the force on the on loop from an external magnetic field but i can never find the force that the loop itself produces.

Like i am trying to calculate the force from the loop on an iron ball or find the magnetic field produced by just the loop but outside the loop. If i can get the magnetic field outside the loop then i can derive the force that i need using F = Del(m X B).

Magnetic force is experienced by moving electric charges. You need find out the magnetic field produced by that ring or that current carrying object at a point in space and then use the formula $\vec F=q\vec v\times \vec B$.