When does the photon get captured?

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SUMMARY

The discussion centers on the mechanics of photon capture by hydrogen atoms, specifically how close a photon must approach to be captured by an electron. It is established that the photon does not need to physically "hit" the electron; rather, interactions occur at non-point-like, "blurry" regions in space-time as described by quantum field theory. The conversation highlights the complexities of quantum mechanics, including the Copenhagen interpretation and the challenges posed by concepts like superposition and renormalization. Ultimately, it concludes that modern physics does not provide a definitive answer to the question of photon capture.

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  • Understanding of quantum mechanics principles, particularly the Copenhagen interpretation.
  • Familiarity with quantum field theory and its implications on particle interactions.
  • Knowledge of wave-particle duality and the concept of superposition.
  • Basic grasp of atomic structure, specifically hydrogen atom behavior.
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  • Explore the Copenhagen interpretation of quantum mechanics in detail.
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  • Investigate the concept of superposition and its implications in quantum mechanics.
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In undergrad physics I've learned that the hydrogen atom can capture a photon of the correct energy and bump the electron to a higher energy level.

My question is, how close does the photon have to pass to be captured?

Does the photon have to hit the electron... ? How does that work? What does it mean to hit a point object?

Does the photon hit the nucleus? If so then how does the energy get to the electron?
 
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From the point of view of nonrelativistic quantum mechanics, neither the electron, nor the photon, are really point particles; they are waves that collapse (in the Copenhagen interpretation) spontaneously to certain states under certain conditions. From the point of view of quantum field theory, interactions occur at "blurry" points in space-time (the subtlties of this concept will put you in the renormalization nut house), but even these points are "summed over" (superposition), so there are two blurring effects. At present, we just accept that there is some kind of discontinuity in the condition before and after photon capture. Everett offers an interpretation, the relative state interpretation, that supposedly allows a continuous description of quantum mechanical interaction, but it has been hard for most physicists to swallow. Unfortunately, modern physics will not satisfy your question, and you can go mad trying to understand the answers that it does offer.
 

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