2002
DOI: 10.1016/s0098-3004(01)00111-x
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Implementation of multivariate clustering methods for characterizing discontinuities data from scanlines and oriented boreholes

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Cited by 53 publications
(18 citation statements)
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“…Cluster analysis of fracture orientation provides a transparent means of separating fracture orientation data into sets, as proposed by Shanley and Mahtab []. Agglomerative, K ‐means, and fuzzy K ‐means clustering have been used to analyze orientation data derived from scanline measurements, predominantly for engineering purposes [e.g., Hammah and Curran , , ; Zhou and Maerz , ; Tokhmechi et al , ; Li et al , ] but rarely for reservoir borehole data interpretation.…”
Section: Introductionmentioning
confidence: 99%
“…Cluster analysis of fracture orientation provides a transparent means of separating fracture orientation data into sets, as proposed by Shanley and Mahtab []. Agglomerative, K ‐means, and fuzzy K ‐means clustering have been used to analyze orientation data derived from scanline measurements, predominantly for engineering purposes [e.g., Hammah and Curran , , ; Zhou and Maerz , ; Tokhmechi et al , ; Li et al , ] but rarely for reservoir borehole data interpretation.…”
Section: Introductionmentioning
confidence: 99%
“…Although there are several methods to identify the discontinuity sets, the process highly depends on expert judgment and is very subjective (Priest 1993, Grenon & Mukendi 2012. To reduce the subjectiveness of such analysis, numerical algorithms are suggested and widely used (Shanely & Mahtab 1976, Mahtab & Yegulalp 1982, Fisher et al 1993, Zhou & Maerz 2002.…”
Section: Conventional Methodsmentioning
confidence: 99%
“…The open source Orient and Stereonet softwares by Vollmer (2018) and Allmendinger (2015) provide uncertainty estimates of structural data using spherical statistics, while Davis and Titus (2017) and Roberts et al (2019) used spherical distributions to estimate confidence intervals about uncertain structural orientation measurements of folds and foliations. The analysis of anisotropic orientation uncertainty in structural geology is well established with Zhou and Maerz (2002), Peel et al (2001), Carmichael and Ailleres (2016) and Davis and Titus (2017) applying it to joint set identification, structural data clustering and foliation-lineation characterization. While Pakyuz-Charrier et al 2018ashowed clearly that the dip angle and dip azimuth should not be simulated independently as scalar values, it is apparent that the uncertainty affecting each of these aspects of the structural orientation need not be equal.…”
Section: Spherical Probability Distributionsmentioning
confidence: 99%