Erm... angular momentum is not generally conserved in an electric field.freehuman79 said:I am just wondering why there are no references and articles talking about the conservation of angular momentum in electric field and/or magnetic field! does anybody has any thing to help me because am a phd student and looking for that subject for my research.
thank all
freehuman79 said:I am just wondering why there are no references and articles talking about the conservation of angular momentum in electric field and/or magnetic field! does anybody has any thing to help me because am a phd student and looking for that subject for my research.
thank all
Angular momentum in electric and magnetic fields is a measure of the rotational motion of a charged particle in the presence of both an electric field and a magnetic field. It is a vector quantity that describes the direction and magnitude of the rotational motion.
The presence of an electric or magnetic field can cause a charged particle to experience a torque, which will change its angular momentum. The direction and magnitude of the change in angular momentum will depend on the direction and strength of the electric and magnetic fields.
The formula for calculating angular momentum in electric and magnetic fields is L = mvr, where L represents angular momentum, m is the mass of the particle, v is the velocity, and r is the distance between the particle and the axis of rotation.
Angular momentum in electric and magnetic fields is directly related to the rotational motion of charged particles. As the charged particle moves in a circular path due to the combined influence of the electric and magnetic fields, its angular momentum will change accordingly.
Angular momentum in electric and magnetic fields has many practical applications, such as in particle accelerators, mass spectrometers, and MRI machines. It is also important in understanding the behavior of atoms and molecules in magnetic fields and in the development of electric motors and generators.