Correct Answer - Option 3 : 1, 2 and 3 only
Effect of magnetic field on superconductors:
- By applying a magnetic field of sufficient strength, the superconductivity of a material can be destroyed.
- The minimum magnetic field strength required to destroy the superconductivity of a substance, below TC is called a critical magnetic field (HC) at that temperature. HC varies with temperature.
- For material, the critical magnetic field increases with a decrease in temperature below TC.
- At TC, no magnetic field is required to change the material from superconducting to a normal state.
The maximum magnetic field is required to destroy superconductivity at 0 K. The critical magnetic field at 0 K is H0. The critical magnetic field (HC) at any temperature ‘T’ below TC can be represented as:
\({H_C} = {H_0}\left[ {1 - {{\left( {\frac{T}{{{T_C}}}} \right)}^2}} \right]\)
Where,
Hc is a critical magnetic field at T°K
H0 is a critical magnetic field at 0°K
Tc is a critical temperature
Critical currents:
Suppose a material carries electric current in the superconducting state, this current produces a magnetic field. If this magnetic field exceeds the critical magnetic field (HC) at that temperature T (< TC), then normal resistance will be included in the material and it will be in the normal state.
Hence, it is not possible to pass large currents through a superconductor. The maximum current that can be passed through a superconductor in a superconducting state is called critical current, represented by IC.