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A modeling study on vadose zone leaching, saturated zone mixing, and groundwater flow in heterogeneous aquifer.

机译:非均质含水层渗流带浸出,饱和带混合和地下水流动的模型研究。

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A vadose zone leaching, saturated zone mixing, and groundwater flow (VG) model was developed as a "user friendly" model with extensive use of Graphic User Interface and the capability of simulating vertical heterogeneity aquifer. A 1-D finite difference scheme was employed for solving the leaching equation in a vertically heterogeneous vadose zone. The transport processes, including liquid-phase advection, liquid- and vapor-phase dispersion, sorption, and decay of contaminant, were taken into account. The transport processes in all the phases were combined together in one equation under the assumption of the instantaneous linear equilibrium partitioning relationships. This not only provided more consistent formation, but also was computationally more efficient since only one differential equation needed to be solved. The mass-balance principle was used for the mixing calculation within the top portion of the aquifer at the bottom of vadose zone. A 2-D finite difference method was employed for developing a 2-D heterogeneous groundwater flow sub-model. This sub-model provides determination of the. contaminant track in the heterogeneous saturated zone, and evaluation of the natural rate of groundwater flow and the risk of contaminant. Soil column tests were performed to test the validity of the model. Three different soil sample sizes of Ottawa quartz sand and 480 ppm saline water as groundwater contamination were used to be validated successfully in a lab steady state soil column study. The important input parameters of soil properties in these simulations were effective porosity, water filled porosity, and bulk density. In the field study at Wood River Junction, RI, the developed model demonstrated its useful performance for evaluating a regional aquifer contaminant site by a good match between simulated data and historical data.
机译:利用广泛的图形用户界面和模拟垂直非均质含水层的能力,开发了渗流区浸出,饱和区混合和地下水流(VG)模型,将其作为“用户友好”模型。一维有限差分方案用于求解垂直非均质渗流带中的浸出方程。考虑了运输过程,包括液相平流,液相和气相分散,吸附和污染物的分解。在瞬时线性平衡分配关系的假设下,所有相中的输运过程被组合成一个方程。这不仅提供了更一致的形式,而且由于只需要求解一个微分方程,因此在计算上更加高效。质量平衡原理用于在渗流区底部含水层顶部内的混合计算。采用二维有限差分法建立二维非均质地下水流子模型。这个子模型提供了确定性。污染物在非均质饱和带中的轨迹,以及对地下水自然流量和污染物风险的评估。进行土柱试验以检验模型的有效性。渥太华石英砂和480 ppm咸水作为地下水污染的三种不同土壤样品尺寸已在实验室稳态土壤柱研究中得到成功验证。在这些模拟中,土壤特性的重要输入参数是有效孔隙度,充水孔隙度和堆积密度。在RI伍德河交界处的现场研究中,开发的模型通过模拟数据与历史数据之间的良好匹配,证明了其在评估区域含水层污染物位点方面的有用性能。

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