1. The Lorentz force supplies the centripetal force, leading to the equation qvB = m(2π/T).
2. This equation can be rearranged to yield R = 2πm/Bq.
3. Here, R represents the radius of the circular path, m is the mass of the moving object, B is the magnetic field strength, q is the charge quantity, and T is the period of motion.
4. The equation describes the relationship between the centripetal force provided by the Lorentz force and the mass, charge quantity, magnetic field strength, and motion period of a charged particle as it orbits in a magnetic field.
