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Introduction to Health Physics: Fourth Edition - Ruang Baca FMIPA UB

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396 CHAPTER 8<br />

Thus, for airborne 137 Cs, whose inhalation ALI is listed in ICRP 30 as 6 × 10 6 Bq,<br />

the DAC is<br />

DAC =<br />

6 Bq<br />

6 × 10<br />

yr<br />

2400 m3<br />

yr<br />

= 2.5 × 10<br />

3 Bq<br />

,<br />

3<br />

m<br />

which is rounded off <strong>to</strong> 2 × 10 3 Bq/m 3 .<br />

According <strong>to</strong> ICRP 60 criteria, the annual dose limit is 0.02 Sv/yr. For 5-μm<br />

AMAD, class F 137 Cs particles, the DC is listed as 6.7 × 10 −9 Sv/Bq, the ALI is<br />

calculated as<br />

0.02 Sv<br />

ALI =<br />

= 3 × 10<br />

−9 Sv<br />

6.7 × 10<br />

Bq<br />

6 Bq,<br />

and the DAC is<br />

DAC = 3 × 106 Bq<br />

Bq<br />

= 1.3 × 103 3 2400 m m<br />

Gaseous Radioactivity<br />

3 .<br />

Immersion in a cloud of radioactive gas leads <strong>to</strong> external exposure from the activity<br />

in the surrounding air and <strong>to</strong> internal exposure due <strong>to</strong> the inhaled gas. For the case<br />

of biochemically inert gases argon, kryp<strong>to</strong>n, and xenon, the external submersion<br />

dose limits the atmospheric concentration, as shown by the calculations for 41 Ar in<br />

the following paragraphs.<br />

Argon-41, a biochemically inert gas, is transformed <strong>to</strong> 41 K by the emission of a<br />

1.2-MeV beta particle and a 1.3-MeV gamma ray. The half-life of 41 Ar is 110 minutes,<br />

or 0.076 days. For the case of submersion, it is assumed that a person is exposed<br />

in an infinite hemisphere of the gas. For this exposure condition, ICRP 68 lists the<br />

effective DC for 41 Ar as 5.3 × 10 −9 Sv/d/ per Bq/m 3 . The reference working year is<br />

250 days of 8 hours each. For an effective annual dose of 0.02 Sv (2 rems), the mean<br />

concentration of 41 Ar is calculated by<br />

−9 Sv/d<br />

Bq<br />

0.02 Sv = 5.3 × 10 × 250 d × C<br />

Bq/m3 m3 4 Bq<br />

C = 1.5 × 10<br />

m3 <br />

<br />

−7 μCi<br />

4 × 10 .<br />

mL<br />

(8.39)<br />

When a gas is inhaled, it may dissolve in the body fluids and fat after diffusion<br />

across the capillary bed in the lung. In the case of an inert gas, absorption in<strong>to</strong><br />

the body s<strong>to</strong>ps after the body fluids and fat are saturated with the dissolved gas.<br />

The saturation quantity of dissolved 41 Ar in the body fluids due <strong>to</strong> inhalation of<br />

contaminated air at the DAC, based on submersion, must be calculated in order<br />

<strong>to</strong> determine the internal dose. The first step in this calculation is the determi-

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