Half-life of radioactive isotopes near 0 K.

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Discussion Overview

The discussion centers on whether the observed half-life of radioactive isotopes, such as iodine-131, changes when cooled to temperatures near absolute zero. Participants explore the effects of temperature and other physical properties, like electric fields, on radioactive decay.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant questions if the half-life of radioactive isotopes changes at temperatures near absolute zero, seeking experimental evidence.
  • Another participant asserts that temperature does not affect radioactive half-life, stating that decay is governed by the weak nuclear force, independent of atomic motion.
  • A follow-up inquiry is made regarding the influence of electric fields on half-life, excluding the weak nuclear force.
  • A response claims that electric fields are too weak to impact nuclear decay, explaining that the nucleus would merely accelerate in an electric field.
  • Three potential influences on nuclear transitions are proposed: the presence of electrons for electron capture, the stimulation of proton-neutron transformations by neutrinos, and extreme pressure conditions similar to those in white dwarfs or neutron stars.

Areas of Agreement / Disagreement

Participants express differing views on the influence of temperature and electric fields on half-life, indicating that multiple competing perspectives remain without consensus.

Contextual Notes

The discussion does not resolve the assumptions regarding the effects of temperature and electric fields on radioactive decay, nor does it clarify the extent of influence from proposed factors like pressure or electron capture.

DavidZuccaro
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Would the observed half-life of a sample of a radioactive isotope (eg. iodine 131) be different from the nominal half-life when it is cooled down to a temperature near absolute zero.

Have there been any experiments conducted to examine this question?
 
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Temperature does not have any effect on radioactive half-life. Remember that temperature is the average atomic motion. Decay is mediated by the weak nuclear force, which has no relation to the movement of the particle.
 
Fair enough.

So my follow up question is does the half-life of a particular isotope vary in accordance with any other physical property such as electric field - excepting weak nuclear force which you have mentioned.
 
Electric fields are not strong enough to have an impact - in addition, if the nucleus sees them, it just accelerates. And electric field gradients are even smaller, when applied to the size of a nucleus.

Three ways to influence nuclear transitions:
- Electron capture needs electrons, and depends on the presence of electrons nearby. There, you can alter the speed of the process.
- In a similar way, you could shoot a lot of neutrinos and stimulate proton<->neutron transformation. However, I do not think this would give a measurable effect.
- Pressure similar to the conditions in white dwarfs or neutron stars. This allows to get particles close enough to have a significant influence.
 

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