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Transient groundwater modelling with spatio-temporally variable fluxes in a complex aquifer system: new approach in defining boundary conditions for a transient flow model

机译:复杂含水层系统中具有时空可变通量的瞬态地下水建模:为瞬态流动模型定义边界条件的新方法

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摘要

Long-term water resource planning requires both spatial and temporal information on groundwater recharge in order to properly manage not only water use and exploitation but also land-use allocation and development. In this context, a three-dimensional transient numerical model is developed to support management of groundwater resources and decision analysis for the coastal plain of Corinthos in Greece. Transient simulations usually are used to analyse time-dependent problems such as climate change and groundwater-level change. Among transient models, the most reliable but also the least explored, probably due to the demanding input data requirements, are the models with temporally variable recharge, also termed as fully transient models. In these models, the temporal variability of heads is dependent not only on the temporal variability of aquifer storage but also on the temporal variability of fluxes. In order to arrive at a credible set of flux data as boundary conditions for the numerical model, a sinusoidal equation is developed to simulate the missing water-level data and to forecast the future sequential records of the expected recharge. The results of the developed model reveal that at least two periodicities can be identified in the observed subsurface head-level data.
机译:长期水资源规划需要有关地下水补给的时空信息,以便不仅要适当地管理水资源的利用和开发,而且要适当地管理土地利用的分配和发展。在这种情况下,建立了三维瞬态数值模型来支持地下水管理和希腊科林索斯沿海平原的决策分析。瞬态模拟通常用于分析与时间有关的问题,例如气候变化和地下水位变化。在瞬态模型中,可能由于要求苛刻的输入数据要求而被研究的最可靠但也最少探索的是随时间变化的补给模型,也称为完全瞬态模型。在这些模型中,水头的时间变化不仅取决于含水层存储的时间变化,而且还取决于通量的时间变化。为了得到可靠的通量数据集作为数值模型的边界条件,开发了一个正弦方程来模拟缺失的水位数据并预测预期补给的未来顺序记录。所开发模型的结果表明,在观测到的地下头部数据中至少可以识别出两个周期。

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