How to determine the half lives of any isotope?

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Discussion Overview

The discussion revolves around the determination of half-lives of isotopes, exploring whether there are numerical methods or theories that can predict these values. Participants consider both theoretical frameworks and experimental approaches, with a focus on the stability of isotopes and their half-lives.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • Some participants suggest that half-lives of nuclides are primarily determined experimentally, with only general theories providing rough predictions.
  • One participant mentions the liquid drop model as a theoretical framework that offers a rough idea of the neutron to proton ratio needed for stability.
  • Another participant expresses a desire for a more precise method to predict unstable isotopes and their half-lives, specifically mentioning isotopes like Sn113 and Sn121.
  • There is a challenge regarding the roughness of existing models, with one participant indicating that they seek a better predictive model for isotopes.

Areas of Agreement / Disagreement

Participants generally agree that half-lives are determined experimentally, but there is disagreement regarding the adequacy of existing theoretical models, with some participants finding them too rough for practical use.

Contextual Notes

The discussion highlights limitations in current predictive models and the reliance on experimental data, but does not resolve the effectiveness of the liquid drop model or other proposed theories.

MTd2
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Hi People!

The half-lives of elements seem to follow some rules of thumbs, but the exact or even order of magnitude for most cases it seem quite random. So, is there any numerical method to figure that out?
 
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No. Half-lives of nuclides are determined experimentally. There is some general theory which can predict order of magnitude, but no specifics.
 
What is this general theory?
 
MTd2 said:
What is this general theory?

Liquid drop model. It gives a rough idea of neutron to proton ratio needed for stability.
 
But that s way too rough! I was thinking in something that could predict instable Isotopes in a long sequence of stable elements like Sn113 and Sn121 as well their approximate half lives, like the order of magnitude.
 
Sorry if you think it's too rough, but it is what it is.
 
I see. So, thanks anyway. I ve been trying to find some tool, because I am not experience in numerical estimations for nuclei.
 
But that s way too rough! I was thinking in something that could predict instable Isotopes in a long sequence of stable elements like Sn113 and Sn121 as well their approximate half lives, like the order of magnitude.

If you can come up with a better model... it would be a great way to get your name out there...
 

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