2012 IEEE International Geoscience and Remote Sensing Symposium 2012
DOI: 10.1109/igarss.2012.6350735
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Retrieval of 3D-glacier movement by high resolution X-band SAR data

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Cited by 19 publications
(16 citation statements)
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“…Equation (2) regards the sign convention for offset tracking, where displacement towards the sensor yields negative values and displacement away from the sensor leads to positive values [41,42]. By combining ascending (index a ) and descending (index d ) results, we gain the following over-determined system of equations, which is solved by applying a standard least-squares estimation technique:…”
Section: Decomposition To 3d Velocitiesmentioning
confidence: 99%
“…Equation (2) regards the sign convention for offset tracking, where displacement towards the sensor yields negative values and displacement away from the sensor leads to positive values [41,42]. By combining ascending (index a ) and descending (index d ) results, we gain the following over-determined system of equations, which is solved by applying a standard least-squares estimation technique:…”
Section: Decomposition To 3d Velocitiesmentioning
confidence: 99%
“…Several approaches have been proposed for increasing sensitivity by combining overlapping displacement datasets. Techniques for resolving deformation in three dimensions (3D) for earthquakes and glaciers, such as azimuthal offsets (Fialko et al, 2001(Fialko et al, , 2005 and offset tracking (Nagler et al, 2012), show good results for deformation on the order of decimetres to metres yr -1 .…”
Section: Introductionmentioning
confidence: 99%
“…For satellite SAR time series, intensity information alone can be used to calculate feature offsets that result from surface deformations, which has been documented by several studies (Huang and Li, 2011;Nagler et al, 2012;Kobayashi, 2014). For satellite SAR time series, intensity information alone can be used to calculate feature offsets that result from surface deformations, which has been documented by several studies (Huang and Li, 2011;Nagler et al, 2012;Kobayashi, 2014).…”
Section: Non-interferometric Analysesmentioning
confidence: 99%
“…The application of both types of techniques is currently state-of-the art in many fields (Dunnicliff, 1993;Thut, 2009). Related applications were presented by Huang and Li (2011) and Nagler et al (2012) where flow lengths and patterns of glaciers were measured, and by Kobayashi (2014) who quantified post-earthquake crustal deformation. This method has been applied to quantify surface deformation in response to: tectonic shortening and regional subsidence (Massonnet et al, 1993;Hooper et al, 2012;Tosi et al, 2013), volcanic doming (Lundgren et al, 2004;Jung et al, 2011), landslides and rockslides (Catani et al, 2005;Strozzi et al, 2005;Rott and Nagler, 2006;Calabro et al, 2010;Herrera et al, 2011) and glacial and peri-glacial processes (Mohr et al, 1998;Delaloye et al, 2007;Magnusson et al, 2007;Kääb, 2008).…”
Section: Introductionmentioning
confidence: 99%