1) A permanent magnet whose pole piecex are made concave to make magnetic field radial and strong.
2) An rectangular aluminium frame mounted on a soft iron cylinder. Thin insulated copper wire is wounded on the frame, this forms the coil of the galvanometer.
3) A suspension fiber made up of phospor-bronze, one end of the suspension fiber is soldered with the coil and the other end is connected with the external terminal through mirror, its acts as a first current lead. The current which we want to detect enters to the coil of the galvanometer through suspension fiber.
4) A loose and soft copper spiral whose one end is soldered with the end of the coil and the other end is connected with the second external terminal. It acts as a second current lead.
When a current passes through the galvanometer coil it experience a magnetic deflecting torque which tends to rotate it from its rest position. As the coil rotates it produces a twist to the suspension fiber. The twist in the fiber produces a restoring torque. The coil rotate until the elastic restoring torque due to the fiber does not equal and cancel the deflecting magnetic torque and then it attains equlibrium and stops rotating any further.
The restoring elastic torque is directly proportional to the angle of twist of the suspension fiber it obeys hook's law. Thus restoring elastic torque is given as
Where θ is the angle of twist if the suspension fiber(θ is different from but proportional to α) and c is the torque per unit twist of the suspension strip.
For eqilibrium
If the magnetic field were uniform (as with flat pole pieces) α would continously increase with θ and cosα factor would not be constant. Then the current I would not be proportional to θ and the scale of the galvanometer not linear. However, due to radial magnetic field the plane of the coil is always parallel to the field irrespective of the position the coil rotates. So, α the angle between the plane of the coil and the direction of the field is always parallel, hence cosα=1.
The above equation reduces to
Thus the current through the coil is directly proportional to the angle of twist of the suspension , giving a linear scale.
The galvanometer has following applications. They are
It is used for detecting the direction of current flows in the circuit. It also determines the null point of the circuit. The null point means the situation in which no current flows through the circuit.
It is used for measuring the current.
The voltage between any two points of the circuit is also determined through galvanometer.