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首页> 外文期刊>Neftegazovoe Delo >MATHEMATICAL OPTIMIZATION MODEL OF GAS FILTERS’ GEOMETRIC PARAMETERS LOCATED IN HEATED ACCOMODATIONS
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MATHEMATICAL OPTIMIZATION MODEL OF GAS FILTERS’ GEOMETRIC PARAMETERS LOCATED IN HEATED ACCOMODATIONS

机译:加热住宿中气体过滤器几何参数的数学优化模型

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In acting normative document there absent the recommendations for optimization of gas filters’ geometric parameters located in the heated accommodations, that vastly reduces cost-performance to their usages.In the analysis result it has been stated, that height of filter body – diameter ratio essentially influence on operation economy and integral costs of gas filter, located in the heated accommodations together with other gas equipment. When increasing filter body height- diameter ratio, the diameter, metal capacitance, investments to gas filter are decreasing but at the same time investments in accommodations and running expenses for its heating are increasing.There was offered the mathematical model for defining the optimal height-filter body diameter ratio that includes the estimated schemes, objective function of integral costs, investment and running expenses equations, range of restriction of control parameters. The designed mathematical model allows to take mutual influence geometric parameter filter to his diameter, volume and heat protective characteristics of the accommodation where it is installed, consumption of thermal energy necessary for heating accommodation. The results of calculations, fulfilled according to the offered mathematical model applicable to the gas filter 0.004 m3 by volume with feed socket and downstream fairing 57mm diameter, show, that optimal height-body diameter ratio of a filter, arranged in a heated technological accommodation with other gas equipment is (H/D)opt =4.5, and minimal integral expenses form Зmin =13200 rubles.Comparison of the optimal configuration of the offered filter (H/D)opt= 4.5 with mean quantity for existing constructions (H/D)= 2.1 shows substantial difference 2.15 times that is explained by ignoring cost indicators of supporting and heat-protecting constructions of the accommodation, where it is arranged, and also consumption of thermal energy for needs of heating, specific weight of flanged joint value. Using the offered mathematical model for defining optimal height – filters’ body diameter ratio, arranged in a heating accommodation, allows to increase essentially their operation economy.
机译:在代理标准文件中,没有针对位于加热室内的气体过滤器的几何参数进行优化的建议,这极大地降低了其使用的性价比。在分析结果中指出,过滤器主体的高度与直径之比实质上是与其他燃气设备一起位于加热室内的燃气过滤器的运行经济性和整体成本的影响。当增加过滤器的高度与直径之比时,直径,金属电容,对气体过滤器的投资减少,但与此同时,其在住房上的投资和用于加热的运行费用也在增加。提供了定义最佳高度的数学模型。过滤器主体直径比,包括估算方案,积分成本的目标函数,投资和运行费用方程式,控制参数的限制范围。设计的数学模型允许对几何参数过滤器进行交互影响,以适应其直径,体积和安装位置的热防护特性,以及消耗加热所需的热能。根据所提供的适用于气体过滤器的数学模型(满足0.004 m 3 的体积,带有进料口和下游整流罩的直径为57mm)进行计算,结果表明,该过滤器的最佳长体直径比(H / D) opt = 4.5,并且最小积分费用为З分钟 = 13200卢布。提供的过滤器(H / D) opt = 4.5的最佳配置与现有结构的平均数量(H / D)= 2.1的比较显示出实质性差异2.15倍,可通过忽略来解释布置住房的支撑和热保护结构的成本指标,以及供暖需要消耗的热能,法兰连接的比重值。使用提供的数学模型定义最佳高度–过滤器的体径比(布置在加热装置中)可以从根本上提高其运行经济性。

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