What would happen to the frequency of emitted radiation

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SUMMARY

The discussion centers on the relationship between an electron's orbital frequency and the frequency of emitted radiation, as described by Maxwell's Laws of electromagnetism. It is established that if an electron were to spiral into the nucleus, its frequency of emitted radiation would increase due to heightened centripetal acceleration. However, a critical point raised is that electrons do not actually spiral into the nucleus or orbit in the classical sense, challenging the assumptions of the initial question.

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  • Understanding of Maxwell's Laws of electromagnetism
  • Knowledge of atomic structure and electron behavior
  • Familiarity with concepts of centripetal acceleration
  • Basic principles of quantum mechanics
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  • Study the implications of Maxwell's Laws in quantum mechanics
  • Research the concept of electron cloud models in atomic theory
  • Explore the principles of centripetal acceleration in electromagnetic contexts
  • Investigate the differences between classical and quantum descriptions of electron behavior
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dannie
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According to Maxwell's Laws of electromagnetism , the orbital frequency (the number of complete orbits per second) of an electron will match the frequency of the emitted radiation.


if an electron spirals into the nucleus, what would happen to the frequency of the emitted radiation?


this is what i got.
the frequency would gradually increase due to increase in centripetal acceleration.
 
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dannie said:
According to Maxwell's Laws of electromagnetism , the orbital frequency (the number of complete orbits per second) of an electron will match the frequency of the emitted radiation.


if an electron spirals into the nucleus, what would happen to the frequency of the emitted radiation?


this is what i got.
the frequency would gradually increase due to increase in centripetal acceleration.

Is this really a textbook question? Electrons do not spiral into the nucleus, and electrons do not "orbit" in atoms...
 

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