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05:55
@soupless Most elements come in a mixture of isotopes. For example hydrogen is a mixture of ¹H and ²H i.e. a mixture of hydrogen and deuterium. The atomic mass is the mass of one isotope while the atomic weight is an average over all the isotopes present.
So for example ¹H has an atomic mass of 1 and ²H has an atomic mass of 2. Hydrogen has an atomic weight of 1.008 because it's 99.98% ¹H and 0.0156% ²H and when you average the two you get 1.008.
So in general you cannot simply round off the atomic weight to get the atomic mass because they are measuring different things.
06:35
@MoreAnonymous I had a quick scan through the document, and it strikes me that your collision potential cannot behave like a CC because it has the wrong equation of state. If you dilute the gas you also dilute the collision potential, but a CC would have a constant energy density.
06:55
@JohnRennie Is it better to copy the mass number and just lookup when I need one, or is there a better way?
What are you trying to do? Calculate molar concentrations?
Making python scripts for me to easily get the data of the elements
I found somewhere on the internet that you get the mass number by rounding the atomic weight. That's why I asked.
No. You need to know the two separately.
Okay. Is there a name for the 'default' isotope of an element, if that makes sense?
Although it is often true that rounding the atomic weight gives you the atomic mass of the most common isotope.
07:00
Something like ¹H for hydrogen?
I don't know of any name for the most common isotope.
Okay, thank you for your help!
You're welcome :-)
 
2 hours later…
09:05
@JohnRennie Yes however the time it spends in the potential slope changes according to the pressure (which also decreases in a dilute gas)
@JohnRennie I'd be grateful if you could point out which equation in specific is wrong?
I haven't been through it in detail. I just did a quick scan to get the overall idea of what you're trying to do.
09:35
@JohnRennie Also there are 2 equations here. S= (number of collisions) * (action per unit volume per unit collision)
 
2 hours later…
11:27
5
Q: How does JPL define the exact position of Lagrange points in the real solar system where (I thought that) they can't be defined?

uhohMy answer to Does the distance to L2 vary? is The correct answer is "No, they are only mathematically defined when the orbit is circular". but @DavidHammen's answer explains that they can be defined in the elliptical restricted three body problem and @PM2Ring's answer shows that JLP's Horizons ...

Has a bounty expiring in 3 says
 
5 hours later…
16:01
0
Q: comments sent to chat and addition of a new comment after that

anna vIn this closed question, the comments were moved by @rob to a chat. I was not interested in chatting, I just wanted to make an observation on the question itself, so I wrote a comment, which I found was removed today, as if it were useless to the OP. The comment did not appear in the chat either....


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