Calculating U-233 Radiation Exposure: 20mSv/yr Equivalent Dose

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To achieve a radiation exposure of 20mSv per year from U-233, calculations must consider its half-life of 0.1592 years and its decay into alpha particles at 4.91 MeV. The effective dose can be calculated using the equation Effective dose = sum (Wt x H), where Wt represents weighting factors and H is the dose. The decay rate is determined by the equation D = half-life / ln(2) (dD/dt), with dD/dt calculated as (Activity x Energy) / Mass. By solving these equations, one can determine the necessary grams of U-233 that would need to be absorbed to reach the specified dose. Accurate calculations are essential for understanding the health implications of U-233 exposure.
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how many grams of U-233 (halflife of U-233 is 0.1592) would need to have absorbed permanently into your body for the ongoing radiation equivalent does to be equal to 20mSv per year. it decays into alpha-particle at 4.91 MeV
 
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List all relevant equations as well as your attempt at a solution.
 
ideasrule said:
List all relevant equations as well as your attempt at a solution.

Effctive dose=sum (Wt x H)


D= half life /Ln2 ( dD/dt)

dD/dt= (Activity x Energy)
/Mass
 
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