- #1
Deebu R
- 67
- 0
how can a rectangular coil placed in uniform magnetic field have torque? Isn't torque the force on an object while its rotating? Will the coil rotate in a magnetic field? I don't understand.
Torque in a uniform magnetic field is the measure of the rotational force experienced by a magnetic dipole when placed in a uniform magnetic field. It is represented by the symbol τ and is measured in newton-meters (Nm).
The torque in a uniform magnetic field can be calculated using the equation τ = m x B, where m is the magnetic moment of the dipole and B is the strength of the magnetic field. This equation is derived from the cross product of the two vectors.
The torque in a uniform magnetic field is affected by the strength of the magnetic field, the angle between the magnetic field and the magnetic moment, and the magnitude of the magnetic moment. Additionally, the medium in which the dipole is placed can also have an impact on the torque.
The direction of torque in a uniform magnetic field is perpendicular to both the magnetic field and the magnetic moment. It follows the right-hand rule, where if the fingers of the right hand point in the direction of B and the thumb points in the direction of m, the palm will point in the direction of the torque.
Torque in a uniform magnetic field is directly related to rotational motion. When a magnetic dipole experiences a torque, it will rotate in the direction of the torque. Similarly, if a dipole is already rotating, it will experience a torque that will either increase or decrease its rotational speed depending on the direction of the torque.