Two atoms of an element with a half life of ten years

AI Thread Summary
When considering two atoms of an element with a ten-year half-life, after ten years, only one atom remains. The concept of half-life is statistical and applies to large quantities, making it less meaningful for just two atoms. The remaining atom is not immutable and will eventually decay, with a 50% chance of decaying within the first ten years. If it survives that period, the probability of decay remains 50% for each subsequent decade. Thus, the likelihood of the atom lasting more than a few decades is very low.
Calpalned
Messages
297
Reaction score
6
On the other hand, what if we only have two atoms of an element with a half life of ten years. Then after then years, only one atom of that original element remains. What happens next? Is the lone surviving atom immutable?
 
Engineering news on Phys.org
"half life" is a statistical distribution that is applicable to large numbers of atoms. I don't think it's meaningful when you get down to a couple, but no, the remaining atom would decay eventually.

The odds of it decaying in the first 10 years are 50%. If it doesn't decay then, the odds of its decaying in the next 10 years is 50% ... this goes on until it decays so the chances of it lasting more than a few decades are slim
 
Last edited:
Hello everyone, I am currently working on a burnup calculation for a fuel assembly with repeated geometric structures using MCNP6. I have defined two materials (Material 1 and Material 2) which are actually the same material but located in different positions. However, after running the calculation with the BURN card, I am encountering an issue where all burnup information(power fraction(Initial input is 1,but output file is 0), burnup, mass, etc.) for Material 2 is zero, while Material 1...
Back
Top