- #1
Sir Bro
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Homework Statement
So I'm looking at the radiation exposure risk regarding depleted uranium (U-238) and nuclear waste (4.20% U-235, 95.8% U-238).
Yes I know these compositions are incorrect; they're close enough to exact for my purposes.
The only information I have is the half lives of the uranium isotopes needed and the activity which I calculated myself in becquerels.
Half lives
U-235 703,800,000 years
U-238 4,468,000,000 years
Homework Equations
Slightly relevant question: The half lives provided are values from Wikipedia because that's the only place I know I can get them from other than encyclopedia Britannica which posted different half lives (very different half lives; tens of millions of years different). Which source should I trust; or is there a better source for all my chemistry and physics needs?
The Attempt at a Solution
Activity of depleted uranium (DU)
So using the formula:
t = [ - ln ( 1 / 2 ) ] / activity in becquerels represented by lambda]
substitute time in seconds from the half lives
the "1/2" is the amount of atoms at a time over initial amount of atoms
solve for lambda
Answer is: 4.916 x 10^-18 Bq
Now here's my problem; activity means nothing for my purposes. Activity as far as I know can't be converted to sieverts and I can't find anywhere telling me how to calculate sieverts. If I know the type of decay that U-238 undergoes when decaying can I calculate sieverts from that and activity?
Any help would be muchly, greatly appreciatedly ;)