Practicing Success
Consider a circular current carrying conducting coil. |
What is the ratio of the magnetic fields at the centre of a circular coil carrying current to that at a point whose distance is half of the radius of the coil ? |
2 \(\sqrt {5}\) : 8 2 \(\sqrt {5}\) : 4 5 \(\sqrt {5}\) : 8 5 \(\sqrt {5}\) : 4 |
5 \(\sqrt {5}\) : 8 |
magnetic field at the centre of a circular coil carrying current I, Bc = μoI/2R magnetic field at a point whose distance is half of the radius of the coil (R/2) , Bz = μoI/(R2 + (R/2)2)3/2 Ratio = Bc/Bz = (5/4)3/2 |