Pang Liping, Close Murray, Goltz Mark, Noonan Mike, Sinton Lester
Institute of Environmental Science & Research Ltd, PO Box 29181, Christchurch, New Zealand.
J Contam Hydrol. 2005 Apr;77(3):165-94. doi: 10.1016/j.jconhyd.2004.12.006.
Filtration of Bacillus subtilis spores and the F-RNA phage MS2 (MS2) on a field scale in a coarse alluvial gravel aquifer was evaluated from the authors' previously published data. An advection-dispersion model that is coupled with first-order attachment kinetics was used in this study to interpret microbial concentration vs. time breakthrough curves (BTC) at sampling wells. Based on attachment rates (katt) that were determined by applying the model to the breakthrough data, filter factors (f) were calculated and compared with f values estimated from the slopes of log (cmax/co) vs. distance plots. These two independent approaches resulted in nearly identical filter factors, suggesting that both approaches are useful in determining reductions in microbial concentrations over transport distance. Applying the graphic approach to analyse spatial data, we have also estimated the f values for different aquifers using information provided by some other published field studies. The results show that values of f, in units of log (cmax/co) m(-1), are consistently in the order of 10(-2) for clean coarse gravel aquifers, 10(-3) for contaminated coarse gravel aquifers, and generally 10(-1) for sandy fine gravel aquifers and river and coastal sand aquifers. For each aquifer category, the f values for bacteriophages and bacteria are in the same order-of-magnitude. The f values estimated in this study indicate that for every one-log reduction in microbial concentration in groundwater, it requires a few tens of meters of travel in clean coarse gravel aquifers, but a few hundreds of meters in contaminated coarse gravel aquifers. In contrast, a one-log reduction generally only requires a few meters of travel in sandy fine gravel aquifers and sand aquifers. Considering the highest concentration in human effluent is in the order of 10(4) pfu/l for enteroviruses and 10(6) cfu/100 ml for faecal coliform bacteria, a 7-log reduction in microbial concentration would comply with the drinking water standards for the downgradient wells under natural gradient conditions. Based on the results of this study, a 7-log reduction would require 125-280 m travel in clean coarse gravel aquifers, 1.7-3.9 km travel in contaminated coarse gravel aquifers, 33-61 m travel in clean sandy fine gravel aquifers, 33-129 m travel in contaminated sandy fine gravel aquifers, and 37-44 m travel in contaminated river and coastal sand aquifers. These recommended setback distances are for a worst-case scenario, assuming direct discharge of raw effluent into the saturated zone of an aquifer. Filtration theory was applied to calculate collision efficiency (alpha) from model-derived attachment rates (katt), and the results are compared with those reported in the literature. The calculated alpha values vary by two orders-of-magnitude, depending on whether collision efficiency is estimated from the effective particle size (d10) or the mean particle size (d50). Collision efficiency values for MS-2 are similar to those previously reported in the literature (e.g. ) [DeBorde, D.C., Woessner, W.W., Kiley, QT., Ball, P., 1999. Rapid transport of viruses in a floodplain aquifer. Water Res. 33 (10), 2229-2238]. However, the collision efficiency values calculated for Bacillus subtilis spores were unrealistic, suggesting that filtration theory is not appropriate for theoretically estimating filtration capacity for poorly sorted coarse gravel aquifer media. This is not surprising, as filtration theory was developed for uniform sand filters and does not consider particle size distribution. Thus, we do not recommend the use of filtration theory to estimate the filter factor or setback distances. Either of the methods applied in this work (BTC or concentration vs. distance analyses), which takes into account aquifer heterogeneities and site-specific conditions, appear to be most useful in determining filter factors and setback distances.
根据作者之前发表的数据,评估了在粗粒冲积砾石含水层中对枯草芽孢杆菌孢子和F - RNA噬菌体MS2(MS2)进行现场规模过滤的情况。本研究使用了一个与一级附着动力学耦合的平流 - 弥散模型来解释采样井处微生物浓度与时间突破曲线(BTC)。基于将该模型应用于突破数据所确定的附着速率(katt),计算了过滤因子(f),并与从log(cmax/co)与距离图的斜率估计的f值进行比较。这两种独立方法得出的过滤因子几乎相同,表明这两种方法在确定微生物浓度随运移距离的降低情况方面都很有用。应用图形方法分析空间数据时,我们还利用其他一些已发表的现场研究提供的信息估算了不同含水层的f值。结果表明,以log(cmax/co)m(-1)为单位的f值,对于清洁的粗砾石含水层,通常为10(-2);对于受污染的粗砾石含水层,为10(-3);对于砂质细砾石含水层以及河流和沿海砂含水层,一般为10(-1)。对于每个含水层类别,噬菌体和细菌的f值处于相同的数量级。本研究中估算的f值表明,对于地下水中微生物浓度每降低一个对数单位,在清洁的粗砾石含水层中需要几十米的运移距离,但在受污染的粗砾石含水层中需要几百米。相比之下,在砂质细砾石含水层和砂含水层中,通常只需几米的运移距离就能实现一个对数单位的降低。考虑到人类污水中肠道病毒的最高浓度约为10(4) pfu/l,粪便大肠菌群细菌的最高浓度约为10(6) cfu/100 ml,在自然梯度条件下,微生物浓度降低7个对数单位将符合下游井的饮用水标准。基于本研究结果,在清洁的粗砾石含水层中实现7个对数单位的降低需要125 - 280米的运移距离,在受污染的粗砾石含水层中需要1.7 - 3.9千米,在清洁的砂质细砾石含水层中需要33 - 61米,在受污染的砂质细砾石含水层中需要33 - 129米,在受污染的河流和沿海砂含水层中需要37 - 44米。这些推荐的退缩距离是针对最坏情况的设想,即假设未经处理的污水直接排放到含水层的饱和带。应用过滤理论从模型得出的附着速率(katt)计算碰撞效率(alpha),并将结果与文献中报道的结果进行比较。根据是从有效粒径(d10)还是平均粒径(d50)估算碰撞效率,计算出的alpha值相差两个数量级。MS - 2的碰撞效率值与文献中先前报道的值相似(例如[DeBorde, D.C., Woessner, W.W., Kiley, QT., Ball, P., 1999. Rapid transport of viruses in a floodplain aquifer. Water Res. 33 (10), 2229 - 2238])。然而,为枯草芽孢杆菌孢子计算的碰撞效率值不切实际,这表明过滤理论不适用于从理论上估算分选不良的粗砾石含水层介质的过滤能力。这并不奇怪,因为过滤理论是为均匀砂滤器开发的,没有考虑粒径分布。因此,我们不建议使用过滤理论来估算过滤因子或退缩距离。本研究中应用的两种方法(BTC或浓度与距离分析),考虑了含水层的非均质性和特定场地条件,在确定过滤因子和退缩距离方面似乎最为有用。