An MRI term for a measure of the net magnetic properties of an object or particle, which is a sum of the intrinsic spins of the nuclei that have an associated magnetic dipole moment interacting with a magnetic field.
Therefore, the ground state energy dependence becomes almost linear in accordance with formula (9) for n = 0, resulting in the magnetic dipole moment of a conical nanotube almost independent on the magnetic field and equal to the tangent of the aperture angle.
Case m = [m.sub.0] Relation between density of an electric current [j.sub.[perpendicular to]] and the magnetic dipole moment is defined from (45) in case when the magnetic dipole moment m is directed lengthwise z:
In Section 3, the distributions of free and magnetization currents resulting from this magnetic dipole are carefully considered and various possible definitions for the magnetic dipole moment are obtained.
In the magnetostatic problem, the magnetic dipole moment of the ring is determined from the condition of zero magnetic induction through the wire, such that the magnetic field component normal to the surface vanishes on the ring (i.e., [??] x ([H.sup.inc] + [H.sup.sc]) = 0, where [??](r) is the surface normal at r).