Stern-Gerlach experiment with Gravitons

In summary, it has been predicted that gravitons will have a spin of 2, and if this is true, it should be possible to diffract them using a strong magnetic field. However, despite the existence of strong magnetic fields, there has been no detection of diffracted gravitons. One possible explanation for this is that gravitons are virtual particles, but this should not prevent the magnetic field from affecting them. The magnetic field couples to the magnetic moment, which is proportional to the spin, and for an elementary, massless, uncharged particle, the g-factor is assumed to be 0 (although quantum effects may alter this). Before considering the diffracting of gravitons, one should also consider the
  • #1
zen loki
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0
It has long been predicted that gravitons will be spin 2. If that is true, then if we have a sufficient magnetic field, what is to stop us from recreating the Stern-Gerlach experiment and using a magnetic field to diffract them?

Now, we have made very strong magnetic fields and to my knowledge, diffracting gravitons have never been detected.

The only reason I can think of, is that the gravitons are virtual, but that should not mean the magnetic field does not effect them, right?
 
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  • #2
The B-field does not couple to the spin but to the magnetic moment μ which is proportional to the spin S

μ = g q/2m S

where the dimensionless quantity g is called the g-factor.

For a elementary, massless, uncharged particle it is natural to assume g=0 (there may be quantum effects changing this relation).

Before asking this question regarding gravitons one should try to answer this question for photons.
 

Related to Stern-Gerlach experiment with Gravitons

What is the Stern-Gerlach experiment?

The Stern-Gerlach experiment is a classic experiment in quantum mechanics that involves passing a beam of particles, such as atoms or electrons, through a magnetic field. The outcome of the experiment shows that the particles have a magnetic dipole moment and can only have certain orientations, rather than a continuous range of orientations.

What is the role of gravitons in the Stern-Gerlach experiment?

Gravitons are hypothetical particles that are believed to mediate the force of gravity in quantum mechanics. In the Stern-Gerlach experiment, gravitons play a crucial role in determining the orientation of the particles as they interact with the magnetic field. The behavior of the particles in the experiment can be explained by the exchange of gravitons between the particles and the magnetic field.

Why is the Stern-Gerlach experiment important for understanding gravitons?

The Stern-Gerlach experiment provides evidence for the existence of quantum mechanical properties, such as spin, in particles. This is important for understanding gravitons because they are predicted to have spin-2, which is different from other known particles. The experiment also demonstrates the discrete nature of particle behavior, which is a fundamental concept in quantum mechanics.

What are the implications of the Stern-Gerlach experiment for gravitons?

The Stern-Gerlach experiment suggests that gravitons, like other particles, have discrete properties and can only exist in certain states. This challenges the classical concept of gravity as a continuous force and supports the idea that gravity is a quantum phenomenon. It also provides evidence for the exchange of gravitons as the mechanism behind the force of gravity.

Are there any limitations to using the Stern-Gerlach experiment to study gravitons?

While the Stern-Gerlach experiment is a valuable tool for understanding gravitons, it has some limitations. The experiment has only been successfully performed on particles with small mass, such as atoms or electrons, but not on larger particles like protons or neutrons. Additionally, the experiment cannot directly detect gravitons and only provides indirect evidence for their existence.

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