Lesson 3 Tutorial

Q: A worker at a UO2_2 fuel fabrication plant spends an average of 3 hours per day at 1.5 m from a fuel assembly over a 230-day working year. The dose rate at 1 m from the assembly is 25 μ\muSv/h. (a) Calculate the dose rate at 1.5 m using the inverse square law. (b) Calculate the worker’s annual dose. (c) Comment on whether this is acceptable and suggest one ALARP measure.

A:

(a) D˙\dot{D}(1.5 m) = 25 ×\times (1/1.5)2^2 = 25 ×\times 0.444 = 11.1 μ\muSv/h

(b) Annual time = 3 ×\times 230 = 690 hours. Annual dose = 11.1 ×\times 690 = 7,660 μ\muSv = 7.66 mSv.

(c) This is below the 20 mSv/yr occupational dose limit, so it is within legal limits. However, ALARP requires doses to be reduced so far as reasonably practicable. Measures could include: increasing distance (rearranging the workspace), reducing time near assemblies (rotating workers), or adding local shielding.