The diameter and number of turns of a circular coil carrying current are
respectively 31.41 x 10^-4 m and 400. Calculate the magnetic Mux density at
the center of the coil if 5 x 10^-7 A of current flows through the coil.
Answers
Given :
Diameter of ring = 31.41 × 10‾⁴ m
Number of turns = 400
Current flow = 5 × 10‾⁷ A
To Find :
Intensity of magnetic field at the center of the coil.
Solution :
❖ Expression of magnetic field at the centre of a circular ring is given by
- μ。 denotes magnetic susceptibility
- N denotes number of turns
- I denotes current
- 2r denotes diameter
By substituting the given values;
Knowledge BoosteR :
- A static charge is a source of electric field only while a moving charge is a source of both electric and magnetic fields.
- A moving charge produces a magnetic field which, in turn, exerts a force on another moving charge.
- An electric charge always experiences a force in an electric field, whether the charge is stationary or in motion.
Given :
Diameter of ring = 31.41 × 10‾⁴ m
Number of turns = 400
Current flow = 5 × 10‾⁷ A
To Find :
Intensity of magnetic field at the center of the coil.
Solution :
❖ Expression of magnetic field at the centre of a circular ring is given by
μ。 denotes magnetic susceptibility
N denotes number of turns
I denotes current
2r denotes diameter
By substituting the given values;
Knowledge BoosteR :
A static charge is a source of electric field only while a moving charge is a source of both electric and magnetic fields.
A moving charge produces a magnetic field which, in turn, exerts a force on another moving charge.
An electric charge always experiences a force in an electric field, whether the charge is stationary or in motion.