Journal
ENGINEERING GEOLOGY
Volume 232, Issue -, Pages 104-113Publisher
ELSEVIER
DOI: 10.1016/j.enggeo.2017.11.015
Keywords
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Funding
- Minerals Research Institute of Western Australia (MRIWA) [M419]
- Barrick Gold of Australia
- BHP Billiton Nickel West
- BHP Billiton Olympic Dam
- Independence Group (Lightning Nickel)
- LKAB Sweden
- Perilya Limited (Broken Hill Mine)
- Vale Inc. Canada
- Agnico-Eagle Canada
- Gold Fields St Ives Gold Operations
- Hecla USA
- Kirkland Lake Gold
- MMG Golden Grove
- Newcrest Cadia Valley Operations
- Newmont Asia Pacific
- Xstrata Copper (Kidd Mine)
- Xstrata Nickel Rim
- MRIWA
- Austrian Science Fund (FWF) [M419] Funding Source: Austrian Science Fund (FWF)
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Mining seismicity is routinely observed to cluster in space and time due to the spatially distinct rock mass failure processes associated with the temporally dependent process of mining. Assessment of clustered seismicity is important to develop an understanding of and to quantify seismic hazard that is associated with mining. This article presents a density-based clustering method that is applicable to the assessment of 3D spatial distributions of short-term seismicity. The methodology presented in this article is developed from existing approaches that address the general limitations of density-based clustering algorithms. Synthetically generated seismicity allows for the assessment of the methodology with respect to external and internal performance measures. The clustering of a dataset with known attributes allows for confidence to be developed in the capability of the clustering method. Additionally, this internal performance evaluation can represent the relative accuracy of outcomes without prior information concerning dataset attributes. The clustering method is applied to two case studies of mining seismicity. These cases illustrate the general applicability of the clustering method along with the value of evaluating internal performance measures when optimising the selection of parameters and understanding the sensitivity of clustering outcomes to these choices.
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