I Is the change in energy due to light-shift the same in all levels?

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In a three-level system with discrete energies E0, E1, and E2, the light-shift or Stark shift caused by an external electric field alters the energy levels differently, meaning ΔE1 will not equal ΔE2. The electron cloud's shape varies based on the energy and angular momentum of the electrons, affecting how each level responds to the electric field. The direction of the energy shift can also differ between levels, as the Stark effect reveals variations in energy gaps. The sign of the shift is influenced by the changes in both the initial and final states of the electron levels. Overall, the Stark shift is not uniform across different energy levels.
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Reminder? In a three level system, with energies E0,E1,E2: would light-shift change the values of E1 and E2 by the same \Delta E? Or would \Delta E1 be different from \Delta E2?
Remind me please? In a three level system, with discrete energies E0,E1,E2: would light-shift (Stark shift), applied due to an external electric field, change the values of E1 and E2 by the same \Delta E? Or would \Delta E1 be different from \Delta E2?
 
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Hello. Electron cloud has different shape according to energy and angular momentum of electrons, e.g. 1s, 2s,2p,3d. So each level has different energy shift in applying electric field.
 
anuttarasammyak said:
Hello. Electron cloud has different shape according to energy and angular momentum of electrons, e.g. 1s, 2s,2p,3d. So each level has different energy shift in applying electric field.
Thanks, will the shift be in the same direction, or can it be in different directions?
 
Energy levels of atom electrons change by applying electric field. Stark effect is observation of energy gap between these energy levels so the sign of shift depends on both the changes of initial state and final state.
 
anuttarasammyak said:
Energy levels of atom electrons change by applying electric field. Stark effect is observation of energy gap between these energy levels so the sign of shift depends on both the changes of initial state and final state.
Thank you.
 
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