2007
DOI: 10.1016/j.jappgeo.2006.09.003
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Combined weighted inversion of electrical resistivity data arising from different array types

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Cited by 62 publications
(42 citation statements)
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“…As a result, a combination of the two techniques is usually applied. ERT (Tsourlos and Ogilvy 1999;Stummer et al 2004;Wilkinson et al 2006;Tsourlos et al 2006;Kemna et al 2006;Athanasiou et al 2007;Papadopoulos et al 2006Papadopoulos et al , 2007 is a usual and reliable approach to this problem. ERT profiles can be measured either in two dimensions, with the assumption that minor variation exists in bulk material values in the third (normally the y) dimension, or in three dimensions.…”
Section: Discussionmentioning
confidence: 99%
“…As a result, a combination of the two techniques is usually applied. ERT (Tsourlos and Ogilvy 1999;Stummer et al 2004;Wilkinson et al 2006;Tsourlos et al 2006;Kemna et al 2006;Athanasiou et al 2007;Papadopoulos et al 2006Papadopoulos et al , 2007 is a usual and reliable approach to this problem. ERT profiles can be measured either in two dimensions, with the assumption that minor variation exists in bulk material values in the third (normally the y) dimension, or in three dimensions.…”
Section: Discussionmentioning
confidence: 99%
“…Several authors consider methods for efficiently combining ERI arrays to improve subsurface resolution (e.g., Athanasiou et al 2007;Ishola et al 2015;Loke et al 2007). For any given set of electrodes, the total possible number of non-reciprocal electrode combinations is given below (Noel and Xu 1991;Stummer et al 2002) where n represents the number of electrodes present in the array.…”
Section: Background: Electrical Resistivity Imagingmentioning
confidence: 99%
“…Moreover, DE LA VEGA et al (2003) used a combined inversion algorithm for different electrode array data sets with the combined inversion images outperforming the inversion results obtained from separate electrode arrays. ATHANASIOU et al (2007) introduced a weighting factor to the two-dimensional (2D) combined inversion algorithm, which prevented the dominance of one array type over another as the applied parameter allowed equal participation of the data from an individual array.…”
Section: Introductionmentioning
confidence: 99%