Photon Emission and Energy Levels

AI Thread Summary
The discussion centers on understanding energy levels in atomic physics, particularly through the Rydberg formula and the Bohr model. The user questions whether the energy required to ionize an atom can be equated to the energy difference between the ground state and an infinite state. It is clarified that ionization can occur from any initial energy level, not just from the ground state. The user's reasoning about energy differences is acknowledged as mostly correct. Overall, the conversation highlights the complexities of energy levels and ionization in atomic theory.
Sheepwall
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Hello, I was trying to solve a problem in my course book, and I noticed I don't really understand energy levels completely. My ignorance covers more than one specific problem, so I figured I'd ask a general question, rather than post the problem.

The Rydberg formula: ## \frac{hc}{λ}=hcR(\frac{1}{n_L^2}-\frac{1}{n_U^2}) ##.
Total energies in Bohr model: ## E_n=-\frac{hcR}{n^2} ##.

Making the statement "energy required to ionize a specific atom is ## E_i ##," doesn't that mean "energy difference between levels ## n \rightarrow \infty ## and ##n=1## is ##E_i##?"

Thanks in advance!
 
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Not quite: an atom can be ionised from any initial energy level, not just n = 1. Other than that, your reasoning is correct.
 
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