The impact of petrochemical industry economic activities on environmental factors using a fuzzy mathematical programming model

Abdolkhalegh Vadian, M. Movahedi, A. Abri, M. Lotfi
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Abstract

Due to the nature of activities and processes, the petrochemical industry causes the production of industrial effluents, emissions and wastes that have adverse effects on the environment. The purpose of this study is to investigate the effect of petrochemical economic activities on environmental factors. In this paper, in order to minimize the costs and the amount of pollution caused by the emission of harmful gases, the closed-loop green supply chain model has been used, in which direct and reverse logistics networks have been considered. As a result, a fuzzy mathematical programming model has been developed for when the data are not definitively known. After the demand parameters and the amount of pollution are considered fuzzy, the maximum and bisector mean methods of the area are considered as methods (diffusion) of comparison and ranking of fuzzy definite numbers, and by adding Limitations of these two methods, the model was developed. To solve the model with real data, a plant from the petrochemical industry was selected and the data were prepared for a solution with very good estimates. Finally, the colonial competition algorithm was used to solve it. According to the model, its applicability was shown to reduce the number of environmental pollutants along with the reduction of transportation and waste, and the model for the closed-loop supply chain, which simultaneously considers two direct and inverse logistics networks. It is appropriate.
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利用模糊数学规划模型分析了石油化工行业经济活动对环境因素的影响
由于活动和过程的性质,石化工业产生对环境有不利影响的工业废水、排放物和废物。本研究旨在探讨石化经济活动对环境因子的影响。为了使有害气体排放的成本和污染量最小化,本文采用闭环绿色供应链模型,其中考虑了直接和逆向物流网络。因此,在数据不确定的情况下,开发了一个模糊数学规划模型。在考虑需求参数和污染量的模糊性后,将区域的最大值法和平分均值法作为模糊定数比较排序的方法(扩散),并将这两种方法的局限性相加,建立模型。为了用真实的数据求解模型,我们选择了一个石化工业的工厂,并为一个具有很好的估计的解决方案准备了数据。最后,采用群体竞争算法对其进行求解。模型的适用性表明,在减少运输和浪费的同时减少了环境污染物的数量,该模型适用于闭环供应链,同时考虑了两个直接和逆向物流网络。这是合适的。
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Classes of certain analytic functions defining by subordinations Some common fixed point theorems for strict contractions Some common fixed point results of multivalued mappings on fuzzy metric space Some coupled coincidence and coupled common fixed point result in dislocated quasi b-metric spaces for rational type contraction mappings Fixed Point Results in Complex Valued Metric Spaces and an Application
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