Microscopic theory of superconductivity

In summary, the conversation discusses the request for information on the microscopic theory of superconductivity without the use of complicated quantum mechanics. The response states that the Cooper pairs, which are quasiparticles, have virtually zero resistance due to not being limited by the Pauli exclusion principle. However, the process of superconductivity does involve sophisticated quantum mechanics. Additionally, the Cooper pairs are connected to diamagnetism and lone pairs.
  • #1
welatiger
85
0
hello everybody
i want informational about microscopic theory of superconductivity but without sophisticated quantum mechanics
can you help me ?
 
Physics news on Phys.org
  • #2


the electrons form 'cooper pairs'. somehow that results in virtually zero resistance
 
  • #3


Not virtually zero, but actually zero resistance.

The Cooper pair is a quasiparticle. Unlike the two electrons inside it, the Cooper pair is a Boson, not a Fermion. Therefore the Cooper pair is not limited by the Pauli exclusion principle and all the Cooper pair are in the ground state (lowest quantum numbers).

In the case of a free electron (Fermion) conductivity requires electrons to be in excited states because they are above the Fermi energy so scattering of the excited electrons drops them back into the ground state. For the Boson there is no such scattering process.
 
  • #4


welatiger said:
hello everybody
i want informational about microscopic theory of superconductivity but without sophisticated quantum mechanics
can you help me ?

No. The microscopic theory requires "sophisticated quantum mechanics". This is fundamentally a quantum mechanical process.
 
  • #5


do the cooper pairs form a degenerate gas?
 

1. What is the microscopic theory of superconductivity?

The microscopic theory of superconductivity is a scientific explanation for how certain materials can conduct electricity with no resistance at very low temperatures. It is based on the idea that electrons in a superconducting material form pairs, called Cooper pairs, which can move through the material without any hindrance, resulting in zero electrical resistance.

2. How does the microscopic theory of superconductivity differ from the macroscopic theory?

The macroscopic theory of superconductivity, also known as the phenomenological theory, describes superconductivity from a more generalized point of view, focusing on the properties and behavior of superconducting materials as a whole. The microscopic theory, on the other hand, delves into the underlying physical mechanisms and interactions that give rise to superconductivity.

3. What is the role of phonons in the microscopic theory of superconductivity?

Phonons, which are vibrations of the crystal lattice in a material, play a crucial role in the microscopic theory of superconductivity. They are responsible for attracting electrons to form Cooper pairs, which can then move through the lattice without any resistance. The exchange of phonons between electrons is what allows for superconductivity to occur.

4. How does the BCS theory fit into the microscopic theory of superconductivity?

The BCS theory, named after its creators John Bardeen, Leon Cooper, and John Schrieffer, is one of the key theories that make up the microscopic theory of superconductivity. It explains the formation of Cooper pairs through the exchange of phonons and provides a mathematical framework for understanding superconductivity at the microscopic level.

5. What are some of the challenges in fully understanding the microscopic theory of superconductivity?

Although the microscopic theory of superconductivity has been widely accepted and has led to many advancements in the field, there are still some challenges in fully understanding it. One of the main challenges is the complexity of the mathematical models used to describe superconductivity, which can be difficult to solve and interpret. Additionally, the exact mechanisms behind the formation of Cooper pairs and the behavior of superconducting materials at high temperatures are still not fully understood.

Similar threads

  • Atomic and Condensed Matter
Replies
4
Views
1K
  • Atomic and Condensed Matter
Replies
1
Views
1K
  • Atomic and Condensed Matter
Replies
9
Views
3K
  • Atomic and Condensed Matter
Replies
5
Views
2K
  • Atomic and Condensed Matter
Replies
17
Views
2K
  • New Member Introductions
Replies
1
Views
48
  • Quantum Physics
Replies
3
Views
299
Replies
4
Views
503
  • Atomic and Condensed Matter
Replies
7
Views
2K
Replies
3
Views
777
Back
Top