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Flow and transport of Phenol in groundwater using PGWT equation

机译:PGWT方程在地下水中苯酚的流动与迁移。

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摘要

With the increasing population, one has to depend on the groundwater for domestic, agricultural and industrial requirements. Hence conservation of groundwater in its pure form requires attention. Mismanagement of groundwater along with its deteriorating quality are major concerns in developing countries. The objective of this investigation is to understand the occurrence and degree of dissolved contaminants, as well as the rate and direction of contaminant's movement within the groundwater flow system. In this study, a Phenol Groundwater Transport (PGWT) equation is developed with Lagrangian interpolation function using a nine noded rectangular element. PGWT equation is used to determine the unknown concentration of a Phenol in the porous media for the range of concentrations and permeabilities. The equation is validated with the results of developed Physical Aquifer Model (PAM). It is observed that the transport equation of degree ten delivers the accurate concurrence with the physical model when contrasted with lower degrees of polynomial function.
机译:随着人口的增加,人们必须依靠地下水满足家庭,农业和工业的需求。因此,以纯净形式保存地下水需要引起注意。地下水管理不善及其质量下降是发展中国家的主要关切。这项研究的目的是了解溶解污染物的发生和程度,以及地下水流系统中污染物运动的速度和方向。在这项研究中,使用拉格朗日插值函数,使用九个节点的矩形单元,开发了苯酚地下水运移(PGWT)方程。 PGWT方程用于确定浓度和渗透率范围内多孔介质中苯酚的未知浓度。已开发的物理含水层模型(PAM)的结果验证了该方程。可以看出,与多项式函数的较低阶数相比,十阶的输运方程式与物理模型具有精确的一致性。

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