Magnetic susceptibility of Superconductor

In summary, for a 100% superconductor, the magnetic susceptibility is very close to -1/4π, but may vary slightly due to imperfections in the material.
  • #1
lepori
12
0
as we know, B=0 in superconductors, because of Messner effect.

B0(H+M)
=>
H=-M
=>
χ=-1
in CGS units:
B=H+4πM
=> H=-4πM
χ=-1/4π
---
question:

why χ=-0.01 not χ=-1/4π for 100% superconductors?
:frown::oldshy:
 
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  • #2
The answer is that χ=-1/4π is the magnetic susceptibility of a perfect superconductor, meaning one with no losses or imperfections. In reality, all superconductors have some degree of imperfection and so the magnetic susceptibility can slightly vary from the perfect value of -1/4π. Therefore, for a 100% superconductor, the magnetic susceptibility is very close to -1/4π but may be slightly different depending on the specific material and its imperfections.
 

Related to Magnetic susceptibility of Superconductor

What is magnetic susceptibility?

Magnetic susceptibility is a measure of how easily a material can be magnetized in the presence of an external magnetic field. It is a dimensionless quantity that indicates the degree of magnetization of a material compared to the strength of the applied magnetic field.

What is a superconductor?

A superconductor is a material that can conduct electricity with zero resistance when cooled below a certain critical temperature. This means that there is no energy loss or dissipation when an electric current flows through a superconductor, making it extremely efficient.

How does magnetic susceptibility differ in superconductors compared to other materials?

In superconductors, the magnetic susceptibility is exactly zero at temperatures below the critical temperature. This is because the material expels all magnetic fields from its interior, making it perfectly diamagnetic. This is in contrast to most other materials, where the magnetic susceptibility is a positive or negative value.

What factors affect the magnetic susceptibility of a superconductor?

The magnetic susceptibility of a superconductor is mainly affected by its critical temperature and the strength of the applied magnetic field. It also depends on the type of superconductor, as different materials have different properties and behaviors in the presence of a magnetic field.

What are some applications of understanding magnetic susceptibility in superconductors?

Understanding the magnetic susceptibility of superconductors is crucial for the development and improvement of superconducting technologies, such as magnetic levitation trains, MRI machines, and particle accelerators. It also has implications in other fields, such as material science and condensed matter physics.

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