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health and safety laboratory - Digital Collections

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I I I<br />

I I<br />

The original computation of gamma dose from total beta activity on<br />

(7}<br />

gummed filar ' was developed to meet this lack of suitable dose estimates.<br />

Unfortunately, the gamma dose calculations are subject to the same errors<br />

in evaluating multiple bursts as the Sr estimates.<br />

The gamma dose computed is the air dose to infinite time from uniform<br />

fallout on an infinite smooth plane. No reduction for shielding or weather<br />

ing has been introduced, nor has there been included any build-up factor for<br />

(14)<br />

scattering. The usual overall reduction factor is 10 for converting to<br />

gonad dose. It might be noted here that the thirty year dose is only slightly<br />

^<br />

f|<br />

less than the infinity dose.<br />

There is a second possible estimate of gamma dose. If we assume that<br />

Cs is produced <strong>and</strong> deposited in a fixed ratio to Sr9^, the dose from Cs<br />

can be computed. The calculations are based on the same assumptions as the<br />

total beta activity^ '. The modified formulas are:<br />

m<br />

I where,<br />

Dose = 6.64 x 10~10 y N in mrads<br />

• Dose = Cs ^ infinity 7 dose in millirads<br />

I<br />

} N = Total Cs ^7 gamma disintegrations to infinity per sq. ft,<br />

*-*<br />

Accepting a half -life for Cs ^ of 26.6 years <strong>and</strong> an initial p dpm ratio<br />

• for Cs 137/Sr90 of 1.75, there would be 2.8 x 109 Cs 137 p disintegrations<br />

• to infinity per sq. ft. for each me/mi 2 of Sr90 . This would give<br />

• 2.3 x: :10 Cs 7 disintegrations per sq* ft.<br />

The final formula would be:<br />

Dose = 1.5 (me/mi 2 Sr90 ) in mrads<br />

137<br />

The estimate of gamma dose based on Cs ^ will be extremely low for<br />

"<br />

i i<br />

fallout occurring shortly after a test <strong>and</strong> will improve with age of the debris.<br />

- 26 -

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