School of the Environment, National Centre for Groundwater Research and Training, Flinders University, GPO Box 2100, Adelaide, SA 5001, Australia.
Ground Water. 2012 Sep-Oct;50(5):785-92. doi: 10.1111/j.1745-6584.2011.00903.x. Epub 2011 Dec 28.
Groundwater density is an important parameter in the interpretation of flow patterns. This paper investigates the relationship between electrical conductivity (EC) and groundwater density in coastal aquifers and evaluates the suitability of the UNESCO 1980 equation of state, developed for the world's oceans, for determining the density of groundwater based on its EC. To achieve this aim, a dataset of groundwater samples from four different types of coastal aquifers was collected. It is found that the density of a sample can be estimated to a good approximation on the basis of its EC using the UNESCO 1980 equation of state. Deviations from the equation of state were found to be due to the changes in EC and the density caused by geochemical reactions, such as the dissolution of carbonates, degradation of organic carbon, cation exchange, and sulfate loss. Owing to these deviations, the UNESCO 1980 equation of state may underestimate the density by up to 1.5 kg/m(3). The effect of this uncertainty on the correction terms applied to the hydraulic head required for a proper interpretation of groundwater flow patterns and rates is quantified. It was found that the fresh water head may be wrong by centimeters to a few decimeters. From this it is concluded that, unless the purpose of a groundwater investigation requires great accuracy, the equation of state provides an efficient and inexpensive way to estimate density from EC.
地下水密度是解释水流模式的一个重要参数。本文研究了沿海含水层中电导率(EC)与地下水密度之间的关系,并评估了教科文组织 1980 年状态方程(专为世界海洋开发的)用于根据 EC 确定地下水密度的适用性。为了实现这一目标,收集了来自四种不同类型沿海含水层的地下水样本数据集。结果发现,根据教科文组织 1980 年状态方程,利用 EC 可以很好地估算样本的密度。发现状态方程的偏差是由于 EC 和由地球化学反应引起的密度变化引起的,例如碳酸盐的溶解、有机碳的降解、阳离子交换和硫酸盐的损失。由于这些偏差,教科文组织 1980 年状态方程可能会低估密度,最大可达 1.5 kg/m³。定量评估了对正确解释地下水流动模式和速率所需的水力水头校正项的影响。结果发现,淡水水头可能会有几厘米到几十厘米的误差。因此可以得出结论,除非地下水调查的目的需要非常高的精度,否则状态方程是一种从 EC 估算密度的有效且廉价的方法。