Advertisements
Advertisements
प्रश्न
Explain with the help of a diagram how the intensity and direction of the magnetic field of a bar magnet can be determined.
Advertisements
उत्तर
Take drawing cardboard and sprinkle some iron filings on it. Notice the position of the iron filings as a whole. Now, take a bar magnet and slowly bring it below the cardboard. You will observe that the iron filings tend to attract towards the magnet as shown below.

To find the direction of the magnetic field around a bar magnet, place a magnetic compass with its South-Pole near one of the poles of the bar magnet. Locate the point where the North-pole of the needle points. Now, lift the needle and place its South-Pole on the marked point. Now, again see where the North Pole points. Repeat this process and you will get the direction of the magnetic field as shown below.

To find the intensity of the magnetic field around a region of a bar magnet, we need to calculate the number of lines crossing through the unit area of that region. For example, if we have to calculate the intensity of the magnetic field at points A and B, then draw unit areas around A and B first and then calculate the number of lines passing through that area. By doing so, we see that the intensity of the field at A is greater than that at B.

APPEARS IN
संबंधित प्रश्न
List three sources of magnetic fields.
Where do the manufactures use a magnetic strip in the refrigerator? Why is this magnetic strip used?
The three diagrams in the following figure show the lines of force (field lines) between the poles of two magnets. Identify the poles A, B, C, D, E and F.
Why does a freely suspended magnet always rest in a north-south direction?
Define current. Give its S.I. unit.
The unit of magnetic flux density is ______.
The magnetic field inside a ______ is uniform.
A current flowing in a wire gives rise to a magnetic field.
The force on a charged particle moving in a magnetic field is maximum when the angle between the direction of motion and field is 90°.
Assertion (A): The work done by a magnetic field on a moving charge is zero.
Reason (R): In a magnetic field force is perpendicular to the velocity.
