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Health effects of airborne effluents released from the nuclear cycle (1983)
| Author | |
| Date | 1983 |
| Classification | 6.01.4.80/09 (RADIATION - DISCUSSION ON LOW-LEVEL RADIATION) |
| Front |
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From the publication:
1. INTRODUCTION It is well known that in nuclear plants and more generally in the so-called "nuclear cycle" large quantities of radioactive substances are produced. Thus raising the problem of the health effects due to effluent release into the biosphere. The general approach to coping with the problem, developed over the years under the guidance of the International Commission on Radiological Protection ICRP, 1958, 1959, 1964, 1966, 1973, 1977), has led to a twofold policy. On the one hand, whenever reasonably achievable, the procedure is to concentrate and to isolate from the biosphere, as far as possible, the radioactive substances: on, the other hand, when the alternative appears impracticable or too costly, such substances are diluted and dispersed into the environment CNEA. 1977). In this second case, the release is in principle subject to the condition that nowhere in the environment must the prescribed dose limits or the derived operative limits and in particular the maximum permissible concentration (MPC) be exceeded (see. e.g ., ICRP. 1959; European Atomic Energy Commission (EURATOM), 1976; Italian Health Ministry, 1968, 1971). In practice this condition requires the adoption of sophisticateddispersion models (see for instance Turner, 1973; Cagnetti and Ferrara. 1980; Bottino et al ., 1982) based on a manifold analysis: meteorological, geological, hydrological, etc. The outcome is the determination of the environmental receptivity, for each radionuclide, defined as .. the quantity of the nuclide which can be released in the environment in a given time without exceeding the dose limits deemed acceptable .. (Comitato Nazionale Energia Nucleare (Italy) (CNEN), 1973: Bramati 1977) and eventually of a "discharge formula" (see, for instance, Commission of European Communities, 1978) fulfilling, within the given approximation, the required condition.
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