Can photon couple to scalar field?

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SUMMARY

Photons can couple to scalar fields, including dilaton fields, as discussed in the context of string theory. While standard particle physics dictates that photons primarily couple to charged fields, they can also interact with neutral scalar fields through higher-dimension operators, albeit with suppressed effects. The coupling can be expressed mathematically as φFμνFμν, where φ represents a real scalar field. This interaction is relevant in scenarios such as photons scattering off neutral atoms in the atmosphere.

PREREQUISITES
  • Quantum Field Theory (QFT)
  • Understanding of scalar fields and their properties
  • Familiarity with string theory concepts
  • Knowledge of gauge and Lorentz invariance principles
NEXT STEPS
  • Research the role of dilaton fields in string theory
  • Study the mathematical formulation of scalar field interactions in QFT
  • Explore higher-dimension operators in particle physics
  • Investigate photon interactions with neutral particles in various physical contexts
USEFUL FOR

Physicists, particularly those specializing in quantum field theory, string theory researchers, and anyone interested in the interactions between photons and scalar fields.

arroy_0205
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I have seen in one paper that photon is coupled to dilaton field which is scalar and motivated by string theory. I do not understand this. Photon is carrier of electromagnetic field and so I thought it can only couple to electrically charged fields. Can anyone explain?
 
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Photons can couple to scalar fields. There just happens to be none in the Standard Model (in the spontaneously broken state). Don't want to search for my Rosiek paper now but I am pretty sure the photon couples to the Selectrons of SUSY, for example. In standard particle physics photons only couple to charged fields but in exotic physics they might couple to gravity which the dilaton (according to the WP article; I never encountered those guys myself) seems to be related to.
 
Scalar fields carry charge as long as they are complex.
 
Yes that is true but the one I talked about was real scalar field. That is the source of confusion. This I did not write explicitly in my question.
 
arroy_0205 said:
I have seen in one paper that photon is coupled to dilaton field which is scalar and motivated by string theory. I do not understand this. Photon is carrier of electromagnetic field and so I thought it can only couple to electrically charged fields. Can anyone explain?

Well, I am not up-to-snuff on string theory per se, but I would say that any scalar object with internal charges, whether they cancel or not, will couple to a photon through a trilinear coupling involving another appropriate vector particle. For neutral scalar mesons, for example, the coupling to two photons is an available channel...
 
photons can couple to fields that are electrically neutral through higher-dimension operators (and therefore are suppressed). All you need to do is maintain gauge and Lorentz invariance, so for example (with a real scalar field \phi):

\phi F_{\mu\nu}F^{\mu\nu}

is allowed. However, it's physical effects are typically quite small. But this is how you can describe photons scattering off (neutral) atoms in the atmosphere, for example.
 
Thanks everybody for your responses. These were really helpful for me.
 
Hi:

In QFT, photons are the carriers of the electromagnetic force, right?, Does that mean that if photons pass between charges , they don't feel any force at all?

I am a little bit confused about how the interactions occur in QFT, I'd be glad if you could please explain me

Thanks
 

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