Solve Quantum States: n=6, l=1 Hydrogen Atom

Thread starter jessiewills
Start date Apr 25, 2012
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Quantum Quantum states States

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The discussion focuses on calculating the number of different quantum states for a hydrogen atom with a principal quantum number n = 6 and an orbital quantum number l = 1. The key point is that the magnetic quantum number m can take on integer values ranging from -l to l. The user initially seeks clarification on this concept but later confirms they have figured it out. The interaction highlights the importance of understanding quantum numbers in determining atomic states. Overall, the thread emphasizes the learning process involved in grasping quantum mechanics concepts.

Apr 25, 2012

jessiewills

Can anyone help me find out how to work out how many different quantum states are there in the Hydrogen atom with principal quantum number n = 6 and orbital quantum number l = 1?
Any help?

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Apr 25, 2012

dikmikkel

in princilpe the m runs from -l to l taking only integer values.

Apr 25, 2012

jessiewills

im a bit dumber that that...so that means what?

Apr 26, 2012

jessiewills

i take that back worked it out thanks

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