i need a hand (ie. the answer, with workings) with this question.
The energies (En) of the energy levels of the hydrogen atom are approximated by the formula
(En/eV) = - (13.6/n^2)
Where eV is electron volts and n is the energy subscript.
I need to show that radiation that has a wavelenght of 656nm (H alpha) is absorbed when hydrogen atoms make the transition from n=2 to n=3.
I've got as far as E2= -3.4eV and E3=-1.51eV and presumably I need to run the above equation for both energy levels and come up with a difference of 656nm (H alpha)
it's the first set of brackets I don't understand, one (En) is a value and the other (eV) is a unit? How do I arrive at a sensible answer?
I'm 36 and signed on a for an Astronomy course, not this!
The energies (En) of the energy levels of the hydrogen atom are approximated by the formula
(En/eV) = - (13.6/n^2)
Where eV is electron volts and n is the energy subscript.
I need to show that radiation that has a wavelenght of 656nm (H alpha) is absorbed when hydrogen atoms make the transition from n=2 to n=3.
I've got as far as E2= -3.4eV and E3=-1.51eV and presumably I need to run the above equation for both energy levels and come up with a difference of 656nm (H alpha)
it's the first set of brackets I don't understand, one (En) is a value and the other (eV) is a unit? How do I arrive at a sensible answer?
I'm 36 and signed on a for an Astronomy course, not this!


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