How to calculate or where to get atomic spectral data.

In summary: Yes, technology has improved and we are able to make more precise measurements now. However, equations can still be reliable and useful even if the data they were derived from was not as precise. It is always important to continue gathering data and refining equations, but that does not mean that the current equations are meaningless.
  • #1
Gravitroid
5
0
I found atomic spectral data on the hydrogen atom, more specifically the first isotope of the hydrogen atom, protium. Beyond that, the data available on other isotopes of any atom doesn't seem to be eaisily available.

Here is a page on protium, http://en.wikipedia.org/wiki/Hydrogen_spectral_series
It lists all the various series of spectrum for the hydrogen atom.
But what about deuterium? or other isotopes?

Protium and Deuterium have different spectral fingerprints. How does one find the series for deuterium? Or go about calculating it?
 
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  • #2
Gravitroid said:
I found atomic spectral data on the hydrogen atom, more specifically the first isotope of the hydrogen atom, protium. Beyond that, the data available on other isotopes of any atom doesn't seem to be eaisily available.

Here is a page on protium, http://en.wikipedia.org/wiki/Hydrogen_spectral_series
It lists all the various series of spectrum for the hydrogen atom.
But what about deuterium? or other isotopes?

Protium and Deuterium have different spectral fingerprints. How does one find the series for deuterium? Or go about calculating it?

maybe google? or google scholar?

A calculation that is similar to the one you found, but for deuterium (which differs in mass, M_d rather than M_p) would end up giving a spectrum that differs by a factor of
[tex]
\frac{1+m_e/M_d}{1+m_e/M_p}
[/tex]
because it is the reduced mass which enters into the relative Schrodinger equation.
 
  • #3
olgranpappy said:
maybe google? or google scholar?

A calculation that is similar to the one you found, but for deuterium (which differs in mass, M_d rather than M_p) would end up giving a spectrum that differs by a factor of
[tex]
\frac{1+m_e/M_d}{1+m_e/M_p}
[/tex]
because it is the reduced mass which enters into the relative Schrodinger equation.


I tried the google method, and found almost nothing but articles that you must pay for.


Apparently the constant that I need is the rydberg constant for deuterium to calculate the spectral lines.


HOWEVER, I would like to be able to verify it with real numbers. Isn't there some list of spectral lines for each type of atom and their isotopes?
 
  • #5
Gravitroid said:
I tried the google method, and found almost nothing but articles that you must pay for.


Apparently the constant that I need is the rydberg constant for deuterium to calculate the spectral lines.

Yeah. The ratio of the rydberg constant for deuterium divided by the usual hydrogen one is the factor I wrote down. Of course, it's very close to one so the different in the spectra will be very small. Cheers.
 
  • #6
Dr Transport said:

Perfect! It has all the data.

NOW! How do I get the measured data for deuterium? I can only input element letter designations. H for hydrogen. Deuterium is what? D2 I have also seen it as H(2).

I looked for isotope options but saw nothing.
Anyone?
 
  • #7
Deuterium is the only isotope where spectral shifts are significant. It may well be difficult to find written down as the equation that relates hydrogen to deuterium lines is well known.
 
  • #8
Vanadium 50 said:
Deuterium is the only isotope where spectral shifts are significant. It may well be difficult to find written down as the equation that relates hydrogen to deuterium lines is well known.


Uhh, but aren't equation's only as good as the data they are derived from?

I would imagine that todays technology could get much more precise measurements than say even 5 years ago.

Without the data behind the equation, the equation becomes meaningless due to the lack of physical proof about its source.

Isn't that a part of what we call "The Scientific Process?"

The set of data that proves the hypothesis, or equation.


I would just run down to the local lab and get the data myself. After trying to find it on the net, and not, but finding a billion places that show you in experiment how to get the data. Sorry I don't have access to any lab. Only the NIST.GOV site.

So now if I wanted to cite an article, or set of data that shows the proof of the rydberg constant for deuterium, I cannot.

I thought most academia required proofs, perhaps there's a massive encyclopedia of spectral signatures of all known atoms and isotopes?

If not, mabee someone should start one. A monumental task? Yes, but eventually it will happen. And one could start with only certain frequency ranges, or something to keep progress going, like using only stable isotopes at first.

Honestly, if I had access to a lab, I would do this in my spare time as a hobby, lol..
 
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  • #9
Gravitroid said:
So now if I wanted to cite an article, or set of data that shows the proof of the rydberg constant for deuterium, I cannot.

What exactly do you mean by "the proof of the rydberg constant for deuterium"?

Honestly, if I had access to a lab, I would do this in my spare time as a hobby, lol..

Honestly, as everyone knows, gaining access to a lab *is* the difficult part. Once you have that the rest is easy, grasshopper.
 
  • #10
olgranpappy said:
What exactly do you mean by "the proof of the rydberg constant for deuterium"?

Nothing more than a source that shows actual mesured values of the deuterium atom showing measured spectral lines. No calculations, which means no using protiums spectrum with the rydberg constant for deuterium, to get the data.


olgranpappy said:
Honestly, as everyone knows, gaining access to a lab *is* the difficult part. Once you have that the rest is easy, grasshopper.

LOL, if I were president everyone would have a lab. lol.
 
  • #11
Gravitroid said:
Uhh, but aren't equation's only as good as the data they are derived from?

No normally they are better. Newton derived his laws from terrible data, and they are very good. Later one found anomalies in the orbits of planets due to general relativity, but that was much later.

I would imagine that todays technology could get much more precise measurements than say even 5 years ago.

Without the data behind the equation, the equation becomes meaningless due to the lack of physical proof about its source.
[...]

Very philosophical, bottom line is your view has become unpopular due to a dispute between Albert Einstein and Ernst Mach, that Einstein won. Mach didn't like speculation, but speculation has produced the last two revolutions in physics (QM and GRT)...

Back to the facts, the spectral lines of hydrogen are known really well. The classical quantum mechanical calculations were already very good, but one has found that they need corrections due to quantumelectrodynamics. With these corrections the lines are a perfect fit. There are groups still remeasuring these lines more exactly, necessitating the development of incredible new precision technology (the frequency comb) for which Hänsch received the Nobel price a little while ago. So far everything is a perfect fit.

Any other atom than a hydrogen isotope or almost completely ionized atoms cannot be solved exactly by quantum mechanics. There are lists of measurement data for other elements, which can probably be found in the "handbook of chemistry and physics". You sound like you would have fun with such a book, and older versions are not that expensive on ebay.
 
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1. How do I calculate atomic spectral data?

To calculate atomic spectral data, you need to know the energy levels of the atom and the transitions between them. This information can be found in databases such as the National Institute of Standards and Technology (NIST) Atomic Spectra Database or in textbooks on atomic physics. Once you have this data, you can use equations such as the Rydberg formula to calculate the wavelengths or frequencies of the spectral lines.

2. Where can I find atomic spectral data?

Atomic spectral data can be found in various databases, such as the NIST Atomic Spectra Database, the Atomic Line List (ALL), and the Atomic Spectra Database of the University of Kentucky. You can also find this data in textbooks on atomic physics or spectroscopy.

3. How accurate is atomic spectral data?

The accuracy of atomic spectral data depends on the source. Databases such as the NIST Atomic Spectra Database provide highly accurate and reliable data, as they are constantly updated and validated by experts. However, data from other sources may vary in accuracy.

4. Can I calculate atomic spectral data for all elements?

Yes, atomic spectral data can be calculated for all elements. However, the accuracy and availability of the data may vary for different elements. Some elements may have more comprehensive data available, while others may have limited or incomplete data.

5. How is atomic spectral data used in scientific research?

Atomic spectral data is used in various fields of research, such as astrophysics, chemistry, and materials science. It is used to identify elements and compounds, study their properties, and analyze their behavior in different environments. Atomic spectral data is also used in the development of new technologies, such as lasers and atomic clocks.

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