Sohel Nazmul, Kanaroglou Pavlos S, Persson Lars Ake, Haq M Zahirul, Rahman Mahfuzar, Vahter Marie
International Maternal and Child Health (IMCH), Department of Women's and Children's Health, Uppsala University, Uppsala, Sweden.
J Environ Monit. 2010 Jun;12(6):1341-8. doi: 10.1039/c001708f. Epub 2010 Apr 14.
Arsenic concentrations in well water often vary even within limited geographic areas. This makes it difficult to obtain valid estimates of the actual exposure, as people may take their drinking water from different wells. We evaluated a spatial model for estimation of the influence of multiple neighbourhood water sources on the actual exposure, as assessed by concentrations in urine in a population in rural Bangladesh. In total 1307 individuals (one per bari, group of families) were randomly selected. Arsenic concentrations of urine and water were analysed. Simple average and inverse distance weighted average of arsenic concentrations in the five nearest water sources were calculated for each individual. Spatial autocorrelation was evaluated using Moran's I statistics, and spatial regression models were employed to account for spatial autocorrelation. The average distance from a household to the nearest tube-well was 32 metres (Inter-Quartile Range 1-49 metres). Water arsenic concentrations of the reported main water sources were significantly correlated with concentrations in urine (R(2) = 0.41, rho < 0.0001, R(2) for women = 0.45 and for men = 0.36). General model fit improved only slightly after spatial adjustment for neighbouring water sources (pseudo-R(2) = 0.53, spatial lag model), compared to covariate adjusted regression coefficient (R(2) = 0.46). Arsenic concentration in urine was higher than arsenic in main water source with an intercept of 57 microg L(-1), indicating exposure from food. A suitable way of estimating an individual's past exposure to arsenic in this rural setting, where influence of neighbouring water sources was minimal, was to consider the reported main source of drinking water.
即使在有限的地理区域内,井水的砷浓度也常常有所不同。这使得难以获得实际暴露量的有效估计值,因为人们可能从不同的水井取水。我们评估了一种空间模型,用于估计多个邻里水源对实际暴露的影响,该影响通过孟加拉国农村地区人群尿液中的浓度来评估。总共随机选择了1307个人(每个巴里,即家庭组,选一人)。对尿液和水的砷浓度进行了分析。为每个人计算了五个最近水源中砷浓度的简单平均值和反距离加权平均值。使用莫兰指数统计评估空间自相关性,并采用空间回归模型来考虑空间自相关性。家庭到最近管井的平均距离为32米(四分位间距为1 - 49米)。报告的主要水源的水砷浓度与尿液中的浓度显著相关(R² = 0.41,rho < 0.0001,女性的R² = 0.45,男性的R² = 0.36)。与协变量调整后的回归系数(R² = 0.46)相比,对相邻水源进行空间调整后,一般模型拟合仅略有改善(伪R² = 0.53,空间滞后模型)。尿液中的砷浓度高于主要水源中的砷,截距为57微克/升,表明存在来自食物的暴露。在这种农村环境中,相邻水源影响最小的情况下,估计个体过去砷暴露的合适方法是考虑报告的主要饮用水源。