Calculating the amount of time for recombination

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    Recombination Time
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Discussion Overview

The discussion centers around the calculation of the time required for the recombination of atomic hydrogen into molecular hydrogen under specific conditions, particularly focusing on the effects of electron spin and atomic collisions. Participants explore the factors influencing this process, including temperature and pressure.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant describes a scenario where atomic hydrogen cannot recombine due to electron spin alignment, but suggests that collisions may lead to some electrons' spins being "overturned," allowing for slow recombination.
  • Another participant references the long relaxation time of polarized ³He, noting that it retains significant polarization even after days, contrasting this with hydrogen's expected behavior.
  • A participant speculates that the lifetime for recombination in hydrogen could be significantly shorter than that of ³He, suggesting a rough estimate of less than a minute, based on the relative magnetic moments of electrons and nuclei.
  • One participant expresses concern about the short timespan for recombination in hydrogen and inquires whether it is possible to increase this timespan.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the exact time required for recombination or the factors that could influence it. Multiple competing views and uncertainties remain regarding the dynamics of the process.

Contextual Notes

Participants acknowledge the complexity of the recombination process and the influence of various factors such as electron spin, atomic collisions, and the differences between hydrogen and ³He, but do not resolve these complexities.

Who May Find This Useful

This discussion may be of interest to those studying atomic physics, quantum mechanics, or anyone exploring the dynamics of atomic interactions and molecular formation.

Eagle9
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Imagine that we have got some vessel under standard temperature and pressure filled with atomic Hydrogen inside and the electrons of these atoms have got the same spin and therefore they cannot join into Hydrogen molecules, so the process of recombination does not occur. But I was told that due to atoms’ collision to each other the spin of some electrons will be “overturned” and therefore the recombination will still occur slowly. Could you please tell me how to calculate the amount of time needed for complete recombination? That is when there will be no atoms of Hydrogen but molecules only. What this time depend on? On pressure inside the vessel? Temperature? Something else? :rolleyes:
 
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Is it so difficult to calculate? :smile:
 
In ³He the relaxation time can quite long. Even after 1-2 days you still have >70% polarization. The excitation is usually done with lasers and a magnetic field.

The big difference to hydrogen is that for ³He we are talking about nuclear magnetic moments. And of course He will not form molecules if left alone.

slightly OT:

Polarized ³He is used to detect polarized neutrons - only neutrons with their spin antiparallel to the He nucleus will be absorbed to form ⁴He which has no nuclear spin.

http://www.google.fr/url?sa=t&rct=j...sg=AFQjCNEoxkunNZwui_0baRFZeauQzg_MnQ&cad=rja
 
M Quack said:
In ³He the relaxation time can quite long. Even after 1-2 days you still have >70% polarization. The excitation is usually done with lasers and a magnetic field.

The big difference to hydrogen is that for ³He we are talking about nuclear magnetic moments. And of course He will not form molecules if left alone.

slightly OT:

Polarized ³He is used to detect polarized neutrons - only neutrons with their spin antiparallel to the He nucleus will be absorbed to form ⁴He which has no nuclear spin.

http://www.google.fr/url?sa=t&rct=j...sg=AFQjCNEoxkunNZwui_0baRFZeauQzg_MnQ&cad=rja
Well, this is very interesting, but what can you tell me about Hydrogen? :smile:
 
Hmmm, let's see...

The electron's magnetic moment is about 2000 times as large as that of the nucleus.

In the absence of any better estimate, you could imagine that the sensitivity to collisions etc, is then about 2000 times higher, and hence the life time could be expected to be smaller by the same factor. So instead of a day for ^3He you would get less than a minute for H. Note that this is waving hands - or rather flailing arms.
 
M Quack
you would get less than a minute for H
Very bad...is it somehow possible to increase this timespan? :rolleyes:
 

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