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Control of emission rates

机译:控制排放率

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The advection-diffusion equation is used for describing the dispersion of pollutants in a limited area. Methods for preventing dangerous levels of pollutants in ecologically important zones are suggested. The methods are based on the control of emission rates of sources and use the direct and adjoint estimates of the average pollution concentration in the zones. While the direct estimates use solutions of the pollution transport problem and permit to study the ecological situation in the whole domain, the adjoint estimates allow getting information only in the selected zones of the domain. The adjoint estimates are obtained with solutions to the adjoint problem and depend explicitly on the positions of the sources and their emission rates, and on the initial distribution of pollutants in the region. In each such estimate, the adjoint problem solution serves as the influence function that shows the quantitative contribution of every source into the pollution of the corresponding zone. This makes the adjoint estimates very efficient tools in the study of the model response to changes in emission rates and initial conditions, as well as in the development of control strategies. Both non-optimal (sufficient) and optimal control strategies are suggested. Each strategy consists in reducing the emission rates of sources, and defines maximum allowable intensity (in case of optimal control), or sufficient intensity (in case of sufficient control) of each source to avoid violations of hygiene standards. Such criteria are designed taking into account dynamic conditions in the atmosphere or ocean (sea), that is, the processes of propagation, dispersion and transformation of pollutants, as well as the number of sources to control, their locations and the sanitary norms. The control methods developed are illustrated with simple examples using two-dimensional dispersion models. However, these methods can also be applied to three-dimensional models. As an example, in the last part of the article, a three-dimensional model of dispersion is considered. In addition, to expand the scope of application of the methods of control of the intensity of sources, the optimal control strategies are applied to a source that emits a chemical substance to clean aquatic systems contaminated with biofilms (remediation) or oil (bioremediation).
机译:对流扩散方程用于描述污染物在有限区域内的扩散。提出了预防重要生态区污染物危险水平的方法。这些方法基于对源排放率的控制,并使用区域内平均污染浓度的直接和伴随估计。虽然直接估计使用污染迁移问题的解决方案并允许研究整个域的生态状况,但是伴随估计仅允许在域的选定区域中获取信息。伴随估计值是通过解决伴随问题而获得的,并且明确取决于源的位置及其排放速率以及该区域污染物的初始分布。在每个这样的估计中,伴随问题解决方案充当影响函数,显示每个源对相应区域污染的定量贡献。这使得伴随估计成为研究模型对排放速率和初始条件变化以及控制策略开发的有效工具。建议使用非最优(足够)和最优控制策略。每种策略都包括降低排放源的排放率,并定义每种排放源的最大允许强度(在最佳控制的情况下)或足够强度(在充分控制的情况下),以避免违反卫生标准。设计此类标准时要考虑到大气或海洋(海)中的动态条件,即污染物的传播,扩散和转化过程,以及要控制的污染源数量,污染源的位置和卫生规范。使用二维色散模型的简单示例说明了开发的控制方法。但是,这些方法也可以应用于三维模型。作为示例,在本文的最后部分,考虑了三维扩散模型。另外,为了扩大源强度控制方法的应用范围,将最佳控制策略应用于排放化学物质的源,以清洁被生物膜(修复)或油(生物修复)污染的水生系统。

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