Physics Nuclear Physics UHS 2022
PMDC Verified Question 28 of 98
A low energy neutron has RBE of 10. How much energy is absorbed by a man of mass 80 kg if the value of equivalent dose is 400 rem?
A
16 J
B
32 J
C
48 J
D
64 J
Tap any option to test your recall and reveal the step-by-step Propolis autopsy.

Propolis Cognitive Error Autopsy

Official Correct Choice:
Option B: 32 J


Concept:

Equivalent Dose (\(D_e\)) measures the biological effect of radiation, calculated by multiplying the Physical Dose (\(D\)) by the Relative Biological Effectiveness (RBE). Physical Dose is the absorbed energy per unit mass.

Formula:

$$ D_e = D \times \text{RBE} $$

$$ D = \frac{E}{m} $$

Solution:

  • Given: \(D_e = 400\text{ rem}\), \(\text{RBE} = 10\), \(m = 80\text{ kg}\).


  • First, convert rem to standard SI units (Sieverts): $$ 1\text{ Sv} = 100\text{ rem} \implies 400\text{ rem} = 4\text{ Sv} $$


  • Calculate Physical Dose (\(D\)): $$ D = \frac{D_e}{\text{RBE}} = \frac{4}{10} = 0.4\text{ Gy (or J/kg)} $$


  • Calculate Total Energy (\(E\)): $$ E = D \times m = 0.4\text{ J/kg} \times 80\text{ kg} = 32\text{ J} $$


Why other options are incorrect:

Option A results from forgetting to convert rem to Sieverts properly or dividing by 2. Options C and D are arithmetic errors in multiplication.

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