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Published in: Environmental Earth Sciences 9/2014

01-11-2014 | Original Article

Using impacts of deep-level mining to research karst hydrology—a Darcy-based approach to predict the future of dried-up dolomitic springs in the Far West Rand goldfield (South Africa). Part 1: a conceptual model of recharge and inter-compartmental flow

Authors: A. Schrader, F. Winde, E. Erasmus

Published in: Environmental Earth Sciences | Issue 9/2014

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Abstract

Some of the world’s deepest goldmines are located in the Far West Rand (FWR) goldfield operating below of up to 1.2-km-thick dolomites hosting some of the largest karst aquifers in South Africa. Associated impacts include the dewatering of the overlying karst aquifers as well as linking previously disconnected compartments by mining through aquicludes (dykes). The focus of the study is on predicting groundwater balances in re-watered aquifers after mining ceases as this will determine whether or not associated karst springs that dried-up due to dewatering will ever flow again. Critically revisiting, Swart et al. (Environ Geol 44:751–770, 2003a) who predict that all springs will flow again, this study uses significantly larger data sets and modified assumptions to increase the robustness of findings as the question is crucial for post-closure development. As a first of two papers, this part develops a conceptual model on the mega-compartment concept that predicts a flat water table across all linked compartments that would leave the springs dry. The model identifies the ratio between inflowing surface water (recharge) and underground water losses to downstream compartments via mined-through dykes (‘inter-compartmental groundwater flow’, IGF) as a key factor governing the elevation of the post-mining water table, creating the base for part 2, where the IGF and the post-mining water tables are determined using unique large data sets that have not been evaluated before.

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Footnotes
1
This study uses old names of mines in order to simplify cross referencing to historical data.
 
2
Calculation of values based on Darcy’s law and the following assumptions: North to south length of dykes along outcropping dolomite = 12,000 m, thickness of dykes = 50 m, water table difference of adjacent compartments = 30 m.
 
3
\(12 \,{\rm km}^{2} \cdot 68\frac{\rm Ml}{\rm day}/{\rm km}^{2}.\)
 
4
This amount is calculated from the ingress volume and the hydraulic head observed in 1988 (approach based on Swart et al. 2003a): E1: \(\frac{{h_{1} }}{{Q_{1} }} = \frac{1}{T} = \frac{{131 \,{\rm m}}}{{39 {\rm Ml}/{\rm day}}} = 290\,{xt{s/m}}^{2}\) E2: \(Q_{2} = \frac{{h_{2} }}{\frac{1}{T}} = \frac{{972 \,{\rm m}}}{{290 \,{\rm s/m}^{2} }} = 289 \,{\rm Ml/day}\) Whereas: h 1 = hydraulic head observed in 1988, h 2 = hypothetic hydraulic head in 1988, T = Transmissivity between dolomite aquifer and mine void, Q 1 = ingress in 1988, Q 2 = hypothetical ingress at a hypothetical head of 972 m.
 
5
\(\frac{{{\rm calculated }\,{{\rm ingress }}\,{{\rm under\,a}}\, {{\rm hydraulic }}\,{{\rm head }}\,{{\rm of }}\, 9 7 2 \,{{\rm m}}}}{{{{\rm ingress}}\, {{\rm per}}\, {{\rm high}} -{{\rm ingress}}\, {{\rm stoping}}\, {{\rm area}}}} = \frac{{289 {{\rm Ml/day}}}}{{68\frac{{\rm Ml}}{{\rm day}}/{{\rm km}}^{2} }} = 4.25\,{{\rm km}}^{2}.\)
 
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Metadata
Title
Using impacts of deep-level mining to research karst hydrology—a Darcy-based approach to predict the future of dried-up dolomitic springs in the Far West Rand goldfield (South Africa). Part 1: a conceptual model of recharge and inter-compartmental flow
Authors
A. Schrader
F. Winde
E. Erasmus
Publication date
01-11-2014
Publisher
Springer Berlin Heidelberg
Published in
Environmental Earth Sciences / Issue 9/2014
Print ISSN: 1866-6280
Electronic ISSN: 1866-6299
DOI
https://doi.org/10.1007/s12665-014-3263-0

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