Post Audit of a Subregional Groundwater Flow Model


Book Description

In groundwater modeling, the term "post audit" refers to a method of verifying simulated (predicted) data produced by a groundwater model against analogous measured data. According to Anderson et. al., (2015), evaluation of model performance includes two components: a "hard knowledge" evaluation which compares direct field measurements with simulated values; and a "soft knowledge" evaluation of the conceptual flow model. This two-pronged approach applies relevant concepts from the literature, site conditions, hydrogeological principles, and professional experience to comprehensively evaluate the suitability of model assumptions, parameters, and performance with respect to the hydrogeologic system, purpose of investigation, and available resources. If a model fails to achieve an acceptable history-match with measured data or applies unreasonable calibration parameters, the model must be modified or discarded (Anderson et. al., 2015). Of course, a universal standard of what may be considered "suitable" or "reasonable" in groundwater modeling is not possible, as any interpretations made to this effect inherently depend upon the hydrogeologist's experience with the problem at hand. Therefore, any such interpretations must be substantiated by quality data, and include the caveat that human error may give rise to inherent or random bias in these interpretations. In the interest of supporting environmental management efforts, the subject thesis investigation is a post audit of the Davis subregional groundwater flow model, which evaluates the accuracy of model-predicted discharge at Wakulla Spring from 2010 through 2018. This investigation is structured with the intent to resolve causal mechanisms of anomalous discharge trends at Wakulla Springs over time. Parameters compared for this evaluation were selected based on the model purpose and model calibration approach. These parameters include simulated and measured spring discharge at Wakulla Spring's main vent, plus simulated and measured hydraulic heads from 4 wells close to Wakulla Springs from 2010 through 2018. The quantitative accuracy of model-predicted discharge and hydraulic head is evaluated by applying standard statistical methods in groundwater modeling. The Nash-Sutcliffe coefficient and the Root Mean Square Error for model "residuals" (measured values minus simulated values) describe error associated with model-predicted spring discharge and hydraulic head values, respectively. Model error statistics are considered with respect to the model purpose, design, and observed system behavior. Results of the post audit evaluation culminate in two main conclusions which support model updates to optimize utility and overall accuracy of the subregional model, rendering a robust tool in support of conservation and water resource planning near Wakulla Springs. Based on evaluation of post audit results and hydrologic data, it is proposed that recharge rate simulated simulated during stress periods 50 and 54 (corresponding to years 2010 and 2014) in the numerical model should be updated to reflect all sources of recharge in the groundwater contribution area. This update is suggested in accordance with observed changes in permitted wastewater discharges in the immediate recharge area for Wakulla Springs between 2010 and 2014. Additionally, the conceptual model of groundwater flow may benefit from an update that accounts for two mechanisms that are unique to hydrologic conditions of the study area. These mechanisms include anthropogenic drivers of system recharge, and conduit flows associated with karst lake dry down events during times of seasonal drought. These conclusions are significant because they optimize the potential for future application of this model to relevant management issues; offer a mechanistic understanding of anomalous flow trends observed in recent years at Wakulla Springs; and demonstrate the sensitivity of first magnitude karst springs to anthropogenic inputs.



















Modeling Groundwater Flow and Pollution


Book Description

Groundwater constitutes an important component of many water resource systems, supplying water for domestic use, for industry, and for agriculture. Management of a groundwater system, an aquifer, or a system of aquifers, means making such decisions as to the total quantity of water to be withdrawn annually, the location of wells for pumping and for artificial recharge and their rates, and control conditions at aquifer boundaries. Not less important are decisions related to groundwater qUality. In fact, the quantity and quality problems cannot be separated. In many parts of the world, with the increased withdrawal of ground water, often beyond permissible limits, the quality of groundwater has been continuously deteriorating, causing much concern to both suppliers and users. In recent years, in addition to general groundwater quality aspects, public attention has been focused on groundwater contamination by hazardous industrial wastes, by leachate from landfills, by oil spills, and by agricultural activities such as the use of fertilizers, pesticides, and herbicides, and by radioactive waste in repositories located in deep geological formations, to mention some of the most acute contamination sources. In all these cases, management means making decisions to achieve goals without violating specified constraints. In order to enable the planner, or the decision maker, to compare alternative modes of action and to ensure that the constraints are not violated, a tool is needed that will provide information about the response of the system (the aquifer) to various alternatives.




Mathematical Analysis of Groundwater Flow Models


Book Description

"This book provides comprehensive analysis of a number of groundwater issues, ranging from flow to pollution problems. Several scenarios are considered throughout, including flow in leaky, unconfined, and confined geological formations, crossover flow behavior from confined to confined, to semi-confined to unconfined and groundwater pollution in dual media. Several mathematical concepts are employed to include into the mathematical models' complexities of the geological formation, including classical differential operators, fractional derivatives and integral operators, fractal mapping, randomness, piecewise differential, and integral operators. It suggests several new and modified models to better predict anomalous behaviours of the flow and movement of pollution within complex geological formations. Numerous mathematical techniques are employed to ensure that all suggested models are well-suited, and different techniques including analytical methods and numerical methods are used to derive exact and numerical solutions of different groundwater models. Features: Includes modified numerical and analytical methods for solving new and modified models for groundwater flow and transport Presents new flow and transform models for groundwater transport in complex geological formations Examines fractal and crossover behaviors and their mathematical formulations Mathematical Analysis of Groundwater Flow Models serves as a valuable resource for graduate and PhD students as well as researchers working within the field of groundwater modeling"--