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Mathematical modelling of regeneration the filtering media bed of granular filters

机译:再生的数学模型:颗粒过滤器的过滤介质床

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© 2018 AMSE Press. All rights reserved.The work of predominant majority of filters in technological schemes of water treatment is based on alternation of two processes, filtering and washing. The presence of multi-component impurities in washing waters has a negative impact on the processes of their treatment and leads to a significant deterioration of the waste effluent quality. The solution of the problem is achieved by separating the contamination of washing water at a phase-dispersed state reducing the concentration of ferruginous compounds and bringing their concentration in washing waters to a level that is acceptable to discharging into waste water treatment facilities or reservoirs. Developed a mathematical model of the process of the liquid treating from multi-component contaminations, which takes into account the interaction of hydrodynamic parameters, change of hydraulic properties of the medium, initial and boundary conditions of modelling problem of the beds regeneration taking into account the appropriate values of the concentrations of contamination in the liquid and deposit, the reverse effect on the filtration components, in particular, to the porosity and the coefficient of the separated deposit particles. Determined the time of the protective action of the filter media bed and the time of its regeneration, taking into account the values of the concentrations of contaminations in the water submitted for purification, the filters media bed height and the speed of the washing water movement.
机译:© 2018 AMSE 出版社。保留所有权利。在水处理技术方案中,绝大多数过滤器的工作都是基于过滤和洗涤两种工艺的交替。洗涤水中多组分杂质的存在对其处理过程产生负面影响,并导致废物出水质量显着恶化。通过分离相分散状态的洗涤水污染,降低亚铁化合物的浓度,并将其在洗涤水中的浓度提高到可以排放到废水处理设施或水库的水平,可以解决这个问题。开发了多组分污染液体处理过程的数学模型,该模型考虑了流体动力学参数的相互作用、介质水力特性的变化、床再生建模问题的初始和边界条件,同时考虑到液体和沉积物中污染浓度的适当值, 对过滤组分的反向影响,特别是对分离的沉积颗粒的孔隙率和系数。确定过滤介质床的保护作用时间和其再生时间,同时考虑到提交净化的水中的污染物浓度值,过滤介质床高度和洗涤水移动的速度。

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