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Cheman
Feb9-05, 01:43 PM
I have been told that as were go further away from the nucleus, the energy levels get closer and closer together - do we get to a stage where we get no more? I assume we must because any energy above this causes the substance to ionise (ie the ionisation energy); but are there an infinate number of energy levels before this or some discrete number of them?

I have been told that the way that the levels get closer and closer together is governed by some equation - what I guess I'm asking boils down to is is this an infinate geometric progression with the levels getting closer and closer for infinity (ie - an infinate number of levels), or do we get to a point where an equation would just give the same answer - there are no more levels which exist?

Thanks in advance. :smile:

dextercioby
Feb9-05, 02:02 PM
I have been told that as were go further away from the nucleus, the energy levels get closer and closer together

Yes,that's a physical consequence of Bohr's model/postulates.

- do we get to a stage where we get no more? I



As soon as u go past zero,yes,the electron is free,adieu to quantization.



but are there an infinate number of energy levels before this

Sure,the discrete spectrum contains an infinite # of energy levels.

I have been told that the way that the levels get closer and closer together is governed by some equation

Yes.This equation
E_{n}=\frac{E_{1}}{n^{2}}

- what I guess I'm asking boils down to is is this an infinate geometric progression with the levels getting closer and closer for infinity (ie - an infinate number of levels), or do we get to a point where an equation would just give the same answer - there are no more levels which exist?



I've given u the equation,see what it boils down to... :wink:

Daniel.

Cheman
Feb17-05, 02:48 PM
Thanks. Please could someone elaborate further? :smile:

dextercioby
Feb17-05, 03:25 PM
In what domain?What do you think it has been answererd too briefly...?

Daniel.