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首页> 外文期刊>Environmental Modeling & Assessment >Wilk's Method Based Model for Regulations Related to Radiological Impact of Opencast Uranium Mining on Water Reservoirs
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Wilk's Method Based Model for Regulations Related to Radiological Impact of Opencast Uranium Mining on Water Reservoirs

机译:基于Wilk方法的露天铀矿开采对水库放射性影响的法规模型

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摘要

Opencast mining of uranium may lead to natural erosion of ore material due to overland flow of water accumulated from rainfall. The overland flow may ultimately reach the nearby surface water body. This process may lead to the release of ~(238)U and its daughter products into the surface water body. A model is developed to assess the radiological impact of the erosion in terms of dose through drinking water pathway due to ~(238)U and its progeny in the surface water body. The in-growth of progeny is taken into account using Bateman equations. The study brings out the importance of incorporating decay chain transport in the radiological impact assessment studies. It is also observed that ~(210)Po, ~(210)Pb, ~(226)Ra, and ~(230)Th together contribute to about 95.5 % of the total dose. The model is then extended to incorporate the uncertainty associated with the dose due to consumption of the reservoir water by employing Wilk's Method. Such a model can be very useful in establishing regulations related to dose through drinking water pathway around an opencast mine. Wilk's method is computationally less expensive as compared to the exact methods like Monte Carlo method. Wilk's method is used to calculate a value greater than a percentile value for the dose to the public due to ~(238)U and its progeny in the reservoir through drinking water pathway with confidence level β (α/β value). When applied to a hypothetical case using some literature data on surface water bodies, it is found that with increase in the value of a or β, the α/β value in general, shows an increasing trend as expected. Depending upon the nature of the problem under study, one can calculate an α/β value i.e. 95/95 value, 99/95 value etc., and that value can be helpful in establishing the regulatory limiting value. Also, the α/β value can be used to check whether dose due to a particular radioactive release is within the specified limits.
机译:铀的露天开采可能会由于降雨积累的陆上水流而导致矿石材料的自然侵蚀。陆流最终可能会到达附近的地表水体。此过程可能导致〜(238)U及其子产物释放到地表水体中。建立了一个模型,以评估由于〜(238)U及其在地表水体中的子代而通过饮用水途径造成的侵蚀的放射学影响。使用Bateman方程考虑后代的增长。该研究提出了将衰变链运输纳入放射学影响评估研究的重要性。还观察到〜(210)Po,〜(210)Pb,〜(226)Ra和〜(230)Th共同占总剂量的约95.5%。然后通过使用Wilk方法扩展该模型以合并与由于消耗储集水而引起的剂量相关的不确定性。这样的模型在建立与露天矿井附近饮用水路径剂量有关的法规方面可能非常有用。与精确方法(如蒙特卡洛方法)相比,Wilk方法的计算成本更低。由于〜(238)U及其子代通过饮用水途径在水库中的蓄水量为β(α/β值),因此采用Wilk方法计算的值大于百分位数。当使用一些有关地表水体的文献数据将其应用于假设情况时,发现随着a或β值的增加,通常,α/β值显示出预期的增长趋势。根据所研究问题的性质,可以计算出一个α/β值,即95/95值,99/95值等,该值可以帮助建立调节极限值。同样,α/β值可用于检查由于特定放射性释放引起的剂量是否在规定的限值内。

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