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Management of Commercially Generated Radioactive Waste - U.S. ...

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D.8<br />

Baker's analysis indicated that for a constant world population <strong>of</strong> 3.8 x 109 persons,<br />

the collective population dose rate, at equilibrium with a continuous release <strong>of</strong> 1 Ci/yr<br />

<strong>of</strong> 3H, was 1 x 10 - 2 man-rem/yr for all three population groups combined. Less than 10% <strong>of</strong><br />

this dose was received by persons residing within 80 km <strong>of</strong> the plant site but about half was<br />

received by the eastern U.S. population during the initial pass <strong>of</strong> the 3H released from the<br />

midwestern site. The actual dose to the regional U.S. population from a 3H release to the<br />

atmosphere could range from near zero for plants situated on the eastern seaboard to values<br />

approximately equal in magnitude to the equilibrium worldwide population dose for plants<br />

situated in the West or Midwest.<br />

In Baker's model (Baker and Soldat 1976) the 3H content <strong>of</strong> water and food consumed by<br />

the world's population was assumed to be related to, but not necessarily as high as, the 3H<br />

concentration in the surface waters <strong>of</strong> the appropriate latitude band. Even so, the<br />

population-weighted average surface water concentrations were higher than those obtained in<br />

/Ahe simpler model used by the EPA (1973 and 1974), which assumed mixing <strong>of</strong> the H in the<br />

circulating ocean water <strong>of</strong> the northern hemisphere. As a result, Baker's calculations <strong>of</strong><br />

dose to the world population (excluding the United States) are about seven times greater<br />

than those estimated by EPA.(a)<br />

For the commercial waste management study, the methods used by Baker were adopted with<br />

the exceptions <strong>of</strong> changing the world population from 3.8 x 109 persons to 6.4 x 109 persons<br />

and using a release time <strong>of</strong> 30 years in place <strong>of</strong> a continuous release out to equilibrium.<br />

The resulting dose factors per unit release are summarized in Table 0.2.1.<br />

TABLE D.2.1. Total-Body Dose Factors, and Dose Commitment Factors for the World<br />

Population (6.4 x 109 persons), man-rem per Ci/yr released(a)<br />

Accumulated<br />

Dose Factor Dose Factor Dose Commitment<br />

Radionuclide (1/1)k() (1/30)(c) (70/ 30)(d) Factor ( 7 0/ 1 )(e)<br />

3H 4.7 x 10 - 4 6.8 x 10 -3<br />

2.4 x 10-1 8.2 x 10<br />

14C 2.4 7.2 x 101 4.0 x 103 1.7 x 102<br />

8 5 Kr 3.1 x 10 - 5 4.1 x10 -4<br />

1.4 x 10- 2<br />

- 3<br />

- 4<br />

4.7 x 10<br />

(a) Exclusive <strong>of</strong> contribution to eastern U.S. population dose from first passage<br />

<strong>of</strong> fuel reprocessing plant (FRP) gaseous effluents if FRP is<br />

located in the Midwest or West.<br />

(b) World population dose in first year after a 1-Ci release (instantaneous<br />

equilibrium).<br />

(c) Annual world population dose in the 30th year (year 2000) after 30 years<br />

<strong>of</strong> continuous release <strong>of</strong> 1 Ci/yr.<br />

(d) Seventy-year accumulated dose to the world population from 30 years <strong>of</strong><br />

release at 1 Ci/yr followed by 40 years exposure to the residual environmental<br />

contamination.<br />

(e) Seventy-year dose commitment to the world population from .a 1-year<br />

release <strong>of</strong> 1 Ci/yr to the environment plus continued exposure to the<br />

residual environmental contamination.<br />

(a) The calculated U.S. population dose, however, is only two times higher for the Baker<br />

model than for the EPA Model. The net result is that the combined world population dose<br />

(including the U.S. population) is about three times higher via Baker's model than via<br />

the model used by EPA.

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