Are the weak force bosons truly short ranged or do they acquire mass?

In summary, in a normal superconductor, electromagnetic fields are extinguished by opposing fields caused by induced superconducting currents, limiting the penetration of photons into the superconductor. Similarly, the Higgs field can be thought of as a kind of superconductor in normal space, extinguishing weak nuclear force fields through opposing Higgs currents. This means that the weak force particles, such as the Z, W+, and W- bosons, only have a short range before being extinguished. It could be argued that the weak force bosons are more accurately described as short-ranged rather than acquiring mass, although the two statements may be equivalent. Additionally, in the context of Anderson's work on spontaneous symmetry breaking, the Namb
  • #1
johne1618
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As I understand it in a normal superconductor electromagnetic fields are extinguished by opposing fields produced by induced superconducting currents. This causes photons to only penetrate a short distance into a superconductor.

I understand that one can imagine the Higgs field as a kind of superconductor in normal space.

Thus by analogy the weak nuclear force fields are extingushed by opposing weak fields produced by Higgs currents.

Thus the weak force particles, the Z, W+, W- bosons only travel over short distances before they are extinguished.

Does this mean that it is more correct to say that the weak force bosons are short ranged rather than to say they acquire mass or are the two statements equivalent?
 
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  • #2
I understand that one can imagine the Higgs field as a kind of superconductor in normal space.
I don't know much about Anderson's work, but here is a quote from Peter Woit's blog:
What Philip Anderson realized and worked out in the summer of 1962 was that, when you have both gauge symmetry and spontaneous symmetry breaking, the Nambu-Goldstone massless mode can combine with the massless gauge field modes to produce a physical massive vector field. This is what happens in superconductivity, a subject about which Anderson was (and is) one of the leading experts.
What I gather is that superconductivity provides an analogous situation. But to say that the Higgs field *is* a kind of superconductor, I think overstates it.
 

Related to Are the weak force bosons truly short ranged or do they acquire mass?

1. What is the Higgs superconductor model?

The Higgs superconductor model is a theoretical framework in physics that attempts to explain the mechanism behind the spontaneous breaking of electroweak symmetry in the Standard Model of particle physics. It proposes that the Higgs field, a fundamental field that permeates the universe, is responsible for giving particles their mass and also plays a role in the phenomenon of superconductivity.

2. How does the Higgs superconductor model differ from the Standard Model?

The Standard Model, which describes the behavior of subatomic particles and their interactions, does not provide an explanation for the origin of mass. The Higgs superconductor model, on the other hand, introduces the concept of a Higgs field and its associated particle, the Higgs boson, to explain this phenomenon. It also includes the idea of superconductivity, which is not included in the Standard Model.

3. What evidence supports the existence of the Higgs superconductor model?

The Higgs boson was discovered in 2012 by the Large Hadron Collider, providing strong evidence for the existence of the Higgs field and supporting the predictions of the Higgs superconductor model. Additionally, the model has been successful in predicting the behavior of particles and their interactions in various experiments.

4. Can the Higgs superconductor model be tested experimentally?

Yes, the Higgs superconductor model can be tested through various experiments, such as colliding particles at high energies to observe the behavior of the Higgs field and its associated particles. Additionally, experiments in the field of superconductivity can also provide evidence for the model.

5. What are the potential implications of the Higgs superconductor model?

If the Higgs superconductor model is confirmed, it would provide a deeper understanding of the fundamental forces and particles in the universe. It could also have practical applications, such as the development of new technologies based on superconductivity. Additionally, the model could lead to further advancements in our understanding of the origin of mass and the nature of the universe.

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