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首页> 外文期刊>Health Physics: Official Journal of the Health Physics Society >Application of fractal and morphological methods in radioecology.
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Application of fractal and morphological methods in radioecology.

机译:应用分形和形态学方法在放射生态学。

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摘要

Effective management of radioactive contamination requires comprehensive knowledge of pollutants' characteristics. The complicated character of the problem is due to a number of issues, such as the very wide range of contamination, the presence of a mixture of radioactive isotopes, the highly variable diffusion of radionuclides in soil, water, and air, and the effect of climatic conditions. The resultant field has an irregular mosaic structure, which restricts the choice of measurement methods and data processing. In view of this, application of classical statistics techniques is often inappropriate in modeling such an environment. Application of the tools of fractal and stochastic geometry provides a good insight and helps to distinguish between distribution characteristics of natural and man-made isotopes. Several techniques are implemented to determine scaling aspects of contaminated fields. The discovery of multifractal scaling leads to the hierarchical structure of contamination spots on differentscales and intensity and places restrictions on the measurement net for detecting anomalies. The method of stochastic geometry further demonstrates that topological characteristics of contamination fields differ from those of the Gaussian fields and the topology of man-made isotopes differs from natural ones.
机译:放射性污染的有效管理需要综合知识的污染物特征。问题是由于一系列的问题,如非常广泛的污染,的存在放射性同位素的混合物,高度变量土壤中放射性核素的扩散,水,空气和气候的影响条件。镶嵌结构,限制的选择测量方法和数据处理。,应用经典的统计数据技术在建模通常是不恰当的这样的一个环境。分形和随机几何提供了一个很好的洞察力和有助于区分自然和分布特征人为的同位素。实现确定的扩展方面受污染的领域。多重分形扩展导致分层污染点的结构differentscales和强度和地方限制测量净检测异常。进一步证明了拓扑污染领域的特点是不同的的高斯函数和字段拓扑结构不同于人造同位素自然的。

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