Find the current in the loop

A superconducting loop of radius R has self inductance L . A uniform & constant magnetic field B is applied perpendicular to the plane of the loop. Initially current in this loop is zero. The loop is rotated about its diameter by 180^(@) .Find the current in the loop after rotation.

A superconducting loop of radius R has self inductance L . A uniform & constant magnetic field B is applied perpendicular to the plane of the loop.Initially current in this loop is zer.The loop is rotated about its diameter by 180^(@) .Find the current in the loop after rotation.

A current carrying circular loop of radius 50 mm, made of a very thin wire has inductance 0.26 mu H and is placed in the uniform magnetic field 0,5 mT. The plane of the loop is perpendicular to the magnetic field lines. The resistance of loop can be neglected. Now the magnetic field has been turned off. Find the current in the loop (approximately)

A circular loop of radius 1m is placed in a varying magnetic field given as B=6t Tesla, where t is time in sec. (a)Find the emf induced in the coil if the plane of the coil is perpendicular to the magnetic field. (b) Find the electric field in the tangential directin, induced due to the changing magnetic field. (c)Find the current in the loop if its resistance is 1Omega//m .

A circular loop of radius 1m is placed in a varying magnetic field given as B=6t Tesla, where t is time in sec. (a)Find the emf induced in the coil if the plane of the coil is perpendicular to the magnetic field. (b) Find the electric field in the tangential directin, induced due to the changing magnetic field. (c)Find the current in the loop if its resistance is 1Omega//m .

A rectangular loop of sides 27cmxx12cm carries a current of 12A . It is placed with its longer side parallel to the long straight conductor 3*0cm apart and carrying a current of 20A . Figure. (i) Find the net force on the loop (ii) What will be the net force on the loop if the current in the loop be reversed?

For the network of conductors forming an electrical circuit as shown in the figure, Find the current in each loop.