Energy Level Diagram Homework: Get Started!

AI Thread Summary
A monatomic gas absorbs visible light at 400nm, transitioning from an initial energy state of -5.0 eV to a higher energy state. The energy of the excited state can be calculated using the photon energy equation E=hv, where h is Planck's constant and v is the frequency derived from the wavelength. After excitation, the gas emits light at both 400nm and 600nm, with potential emissions at wavelengths outside the visible spectrum. The discussion emphasizes the need for understanding energy transitions and photon emissions in the context of AP physics. Resources and equations are suggested for further study and calculations.
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Homework Statement


A monatomic gas is illuminated with visible light of wavelength 400nm. The gas is observed to absorb some of the light and subsequently emit visible light of both 400nm and 600nm. The initial state is -5.0 eV and the ionized atom (continuous energy levels) is 0 eV.
a) Draw the situation.
b) If the inital state of the atoms has energy -5 eV, what is the energy of the state to which the atoms were excited by the 400nm light?
c) At which other wavelength(s) outside the human visible range do these atoms emit radiation after they are excited by the 400nm light?

Homework Equations





The Attempt at a Solution


I wasn't in class when my teacher covered the material, and it's not in the book.
Can someone at least just get me started, explaining the drawing and what equations I should use?
 
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Anyone? Anyone?
 
try a post on the chemistry board.
 
But it's physics, AP physics actually. I've asked a few chem buds and they don't get it.
 
well you can calculate the energy of the photon from e=hv where v=frequency and of course c=f*lambda, different frequencies will be absorbed, the highest being that required to strip the electron (ionize) away= 5eV; alternatively, radiation is emitted in the form of a photon when an electron changes to a lower energy orbital. there should be scads of material online covering this as well as the calculations of these. here's one of hundreds: http://zebu.uoregon.edu/~soper/Light/atomspectra.html
 
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