Three long parallel straight wires, X, Y and Z, are equally separated and placed in the same plane in a vacuum. They carry a current of I, 2I and 4I respectively, as shown:
It is known that the magnetic flux density B at a distance r due to a long straight wire carrying current I is given by:
where μ0is the permeability of free space.
What is the force per unit length acting on wire X?
A plotting compass is placed next to a vertical wire AB. When there is no current in the wire, the compass is deflected North as shown in the image below:
Which diagram shows a possible direction for the compass when a current flows in the direction A to B?
A direct current I is made to pass through a swing that is mounted to the ceiling, such that it can swing freely. A permanent magnet is fixed directly below, with its south pole S facing the swing.
Two long parallel wires carry equal currents in opposite directions. What exists at the point in space that is exactly midway between the wires and in the plane of the wires?
A magnetic field parallel to the wires
A magnetic field at right angles to the plane of the wires
An electric field parallel to the wires
An electric field at right angles to the plane of the wires
A doubly charged ion moves in a uniform magnetic field of flux density B in a circle of orbital radius r at speed v. What is the flux density which would maintain an ion of charge 4e of the same mass in a circle of the same orbital radius at the same speed?
A particle P with charge q and mass m is fired with kinetic energy K into a region between two metal plates.
If the magnetic flux density between the plates is B, what is the minimum magnitude of B which ensures the particle does not collide with the opposite plate?