Atom Vibration: Temperature & Conservation of Momentum

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A single atom does not vibrate or oscillate in the traditional sense unless it is part of a larger structure where restoring forces are present, such as in solids. At absolute zero, an atom can occupy its ground state without any temperature-related vibrations. While the atom's position and momentum are uncertain, leading to a spread in its wavefunction, this does not imply random vibrations that would violate the law of Conservation of Momentum. Temperature is a concept applicable only to systems with many interacting atoms or molecules, not to individual atoms. Therefore, the discussion clarifies that the behavior of a single atom differs significantly from that of larger systems.
algorithmDesi
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I know this question is probably fairly basic but I had a hard time finding an answer on google. Does a single atom vibrate/jiggle/oscillate if it has a temperature (ie is not at absolute zero)? Is this vibration random in direction? If it is random, wouldn't this violate the law of Conservation of Momentum?
 
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algorithmDesi said:
I know this question is probably fairly basic but I had a hard time finding an answer on google. Does a single atom vibrate/jiggle/oscillate if it has a temperature (ie is not at absolute zero)? Is this vibration random in direction? If it is random, wouldn't this violate the law of Conservation of Momentum?

No. A single atom does not vibrate (no restoring force) and it can be at absolute zero, which is equivalent to ground state (and systems bigger than one atom may also occupy ground state).

The single atom does, however, have uncertainty of its location and momentum and is therefore spread out as its wavefunction. Also a trait shared with bigger objects.

And of course the single atom is subject to internal vibrations - namely the orbital motion of electron/s inside the atom. And of nucleons.
 


A single atom is not at any 'temperature'. Temperature is only a concept for large numbers of atoms or molecules that interact and have a statistical distribution of kinetic energies (relative to the rest of them). An atom can vibrate when it is locked in a solid with 'restoring forces' due to those around it.
 
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