How Can the Emission Spectrum of a Gas Be Manipulated?

AI Thread Summary
Manipulating the emission spectrum of gases like argon can potentially be achieved by adjusting the frequency of the pumping current, which influences the energy levels of electrons and the resulting emission lines. Increasing voltage may stimulate higher energy lines due to a greater number of high-energy electrons. The spectral bandwidths of excitation and emission lines are not absolute, allowing for some tolerance in energy transitions, which is crucial for applications like atomic clocks that rely on precise frequencies. These lines have widths that suggest variances in energy transitions, often following a bell-shaped distribution related to temperature. Understanding these principles can enhance the effectiveness of lasers and other optical devices.
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Is there anyway of manipulating the emission spectrum of something like a gas by pumping it with a specific input?

An argon gas laser, for example, will have lots of emission lines. Is there anyway of singling out groups of those lines without changing the gas? I would imagine such a method would have something to do with the frequency of the pumping current, the energy levels of the electrons or some of both; e.g. by increasing the voltage you'd get more high energy electrons which would seem to suggest more of the higher energy lines would be then be stimulated.

Also, as a kind of side question, what kind of spectral bandwidths can excitation / emission lines have? If the lines were absolutes, things like atomic clocks would have problems locking the frequency - well, you'd need an absolutely identical excitation frequency - and a whole load of other things relying on such pumping wouldn't work very well, if at all. So the lines have widths, and that implies that there is some degree of 'tolerance' if you like on the energy taken up and re-emitted by electrons as they move between levels, that the values aren't perfectly discrete; which then, of coarse, allows their input / output lines to be thicker than single, absolute frequencies. For example... I might have a line that centres at 380nm but it also has a thickness that stretches a few nm either side of it. Those nm would indicate that there is a slight degree of variance occurring in the energy transitions that create the line. I'm going to take a guess that those variances follow a bell shaped curve of distribution a la energy per particle against temperature.

Thanks!
John
 
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