The formula for calculating the magnetic moment of a rotating spherical shell is μ = Iω, where μ is the magnetic moment, I is the moment of inertia, and ω is the angular velocity.
The moment of inertia of a spherical shell can be calculated using the formula I = 2/3 * mr², where m is the mass of the shell and r is the radius.
Angular velocity plays a crucial role in calculating the magnetic moment as it determines the rate at which the spherical shell is rotating. A higher angular velocity will result in a larger magnetic moment.
Yes, the magnetic moment of a rotating spherical shell can be negative. This indicates that the magnetic dipole moment is oriented in the opposite direction of the angular velocity.
The magnetic moment of a rotating spherical shell determines the strength of its interaction with a magnetic field. A larger magnetic moment will result in a stronger interaction with the magnetic field, while a smaller magnetic moment will result in a weaker interaction.