And here J as two possible projections which begins hard to imagine how it spins
In the article they said $|0_{00}0>$ is the state of pure para water. What can be a state of both in same time then ?
Or "not pure" ...
Well I think I will ask a question about this I'd really like to have an answer for that like vulgarisation, I just want to understand the basics of that. Even if I said good things (as you agree) I'm not sure to understand what it exactly mean
I understand that homologous series is a group of compounds with the same functional group attatched to it.
I also know of an alternate definition of it as being a series of compounds with the same general formula.
But if the first definition is to be considered then how are alkanes, alkenes ...
@Hexacoordinate-C honestly, listen to me: you need a lot more knowledge before you can jump to the rotational spectroscopy of water.
The stuff you're asking is not making much sense. The rotational quantum numbers have no direct link to spin, nuclear or electronic. The nuclear spin affects what rotational quantum numbers are allowed, it doesn't define the quantum numbers.
I can't judge how much QM you know, but you absolutely have to start from basics.
Trying to understand rotational spectra of water without understanding rotational spectra of simple diatomics is really like trying to run before you can walk.
Pick up a textbook, read about the QM system called the "rigid rotor" and read the section about rotational spectroscopy.
And as for nuclear spin isomers, start from dihydrogen; once you understand that, it's easy to convince yourself that ortho and para water is simply a generalisation of dihydrogen.
Basically the kind of in-depth answer you're looking for is pretty much an entire chapter of a textbook. What zhe and myself told you is our attempt to directly answer the question without explaining all the basics. If we were to explain the basics we'd need 2 hours or something like that. So please if you want to understand it properly - look it up. Last night I gave you some textbook suggestions, but really any book will work.
@Martin-マーチン Ah, wasn't aware of terminology, yeah I like that better. 'Homologous series' is a descriptive category with a more subjective definition, unlike nomenclature where things are specified rigorously. Thanks!
I was recently asked the question "Why are noble gases stable? with the expectation of providing an answer beyond the general explanation of "they have full valence layers" and I couldn't think of one.
I would love to hear a full description of the this stability, I have a solid background in q...
PREFACE: I am no expert on this topic. My questions at the bottom may be off base. I have some experience with symmetry-adapted perturbation theory (SAPT) when it comes to analyzing intermolecular interactions. The total interaction energy of a system can be quantified in four different energy...
Yeah, so you should have seen that $\alpha_1\alpha_2$, $2^{-1/2}(\alpha_1\beta_2 + \beta_1\alpha_2)$, and $\beta_1\beta_2$ are the triplet wavefunctions with $S = 1$.
The singlet wavefunction $2^{-1/2}(\alpha_1\beta_2 - \beta_1\alpha_2)$ has $S = 0$.
I have wordreference for that and my brain to solve the puzzle
This constrains the allowed combinations of rovibronic eigenstates with spin configurations, the product of the two corresponding symmetry species must be antisymmetric regarding this exchange. Under theconditions of a cold molecular beam, all molecules reside in the ground electronic and vibrational state, both of which are totally symmetric.
Therefore, the restrictions are on the rotational levels corresponding to each spin isomer. Relative abundances are determined by the spin degeneracy for each symmetry.
Does the following sentence means the technique is only use for weak-field-seaking states ?
The ground states of both para and ortho water are strong-field seeking (Figure 2), preventing their separation using electric focusing techniques for weak-field-seeking states [26].
"with a rotational temperature of 8 K, corresponding to > 99 % of para and > 96 % of ortho molecules in their absolute ground state, respectively", what is that ?
This is a really good exercise for me to read such a publication
I may understand 90% of the english perfectly so I'm impressed by myself. I just need to know more about quantum mechanics. I will buy a copy book and take note about Aktins book
It does appear. The graphs you're looking at online probably just dumbed it down.
Here's some proof if you like, a compound synthesised by yours truly, with molecular formula $\ce{C7H7BrN2O2}$. I clipped the relevant part of the mass spectrum I got. This was done with ammonia gas CI, so instead ...
Welcome to The Periodic Table @Jan! Here are our chat guidelines and it's recommended that you read them. If you want to turn Mathjax on, follow the instructions in this answer. Happy chatting!
@Hexacoordinate-C With alpha spectroscopy, you can detect the decay of individual atoms. Hence a significant part of my thesis was about counting statistics.
Berliner Pfannkuchen, kurz Berliner oder auch nur Pfannkuchen, oder Krapfen bzw. Kreppel, ist ein etwa faustgroßes Siedegebäck, das schwimmend in Fett ausgebacken wird und aus süßem Hefeteig mit einer Füllung aus Konfitüre besteht. Im deutschsprachigen Raum existieren diverse regionale Bezeichnungen dafür (wie der Berliner Ballen) und auch die Füllung variiert.
Die Füllungen des Berliner Pfannkuchens sind regional unterschiedlich. Neben Konfitüre (im Norden eher rote Konfitüre, in Süddeutschland und Österreich eher Marillenkonfitüre) wird in Ostdeutschland auch Pflaumenmus verwendet, in Baden,…