Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties

A preferred orientation of the anisotropic ice crystals influences the viscosity of the ice bulk and the dynamic behaviour of glaciers and ice sheets. Knowledge about the distribution of crystal anisotropy is mainly provided by crystal orientation fabric (COF) data from ice cores. However, the devel...

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Main Authors: A. Diez, O. Eisen
Format: Article
Language:English
Published: Copernicus Publications 2015-02-01
Series:The Cryosphere
Online Access:http://www.the-cryosphere.net/9/367/2015/tc-9-367-2015.pdf
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spelling doaj-c0a767478d334527997f8e91c0991bd32020-11-24T22:33:46ZengCopernicus PublicationsThe Cryosphere1994-04161994-04242015-02-019136738410.5194/tc-9-367-2015Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core propertiesA. Diez0O. Eisen1Alfred-Wegener-Institut Helmholtz-Zentrum für Polar- und Meeresforschung, Bremerhaven, GermanyAlfred-Wegener-Institut Helmholtz-Zentrum für Polar- und Meeresforschung, Bremerhaven, GermanyA preferred orientation of the anisotropic ice crystals influences the viscosity of the ice bulk and the dynamic behaviour of glaciers and ice sheets. Knowledge about the distribution of crystal anisotropy is mainly provided by crystal orientation fabric (COF) data from ice cores. However, the developed anisotropic fabric influences not only the flow behaviour of ice but also the propagation of seismic waves. Two effects are important: (i) sudden changes in COF lead to englacial reflections, and (ii) the anisotropic fabric induces an angle dependency on the seismic velocities and, thus, recorded travel times. A framework is presented here to connect COF data from ice cores with the elasticity tensor to determine seismic velocities and reflection coefficients for cone and girdle fabrics. We connect the microscopic anisotropy of the crystals with the macroscopic anisotropy of the ice mass, observable with seismic methods. Elasticity tensors for different fabrics are calculated and used to investigate the influence of the anisotropic ice fabric on seismic velocities and reflection coefficients, englacially as well as for the ice–bed contact. Hence, it is possible to remotely determine the bulk ice anisotropy.http://www.the-cryosphere.net/9/367/2015/tc-9-367-2015.pdf
collection DOAJ
language English
format Article
sources DOAJ
author A. Diez
O. Eisen
spellingShingle A. Diez
O. Eisen
Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties
The Cryosphere
author_facet A. Diez
O. Eisen
author_sort A. Diez
title Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties
title_short Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties
title_full Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties
title_fullStr Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties
title_full_unstemmed Seismic wave propagation in anisotropic ice – Part 1: Elasticity tensor and derived quantities from ice-core properties
title_sort seismic wave propagation in anisotropic ice – part 1: elasticity tensor and derived quantities from ice-core properties
publisher Copernicus Publications
series The Cryosphere
issn 1994-0416
1994-0424
publishDate 2015-02-01
description A preferred orientation of the anisotropic ice crystals influences the viscosity of the ice bulk and the dynamic behaviour of glaciers and ice sheets. Knowledge about the distribution of crystal anisotropy is mainly provided by crystal orientation fabric (COF) data from ice cores. However, the developed anisotropic fabric influences not only the flow behaviour of ice but also the propagation of seismic waves. Two effects are important: (i) sudden changes in COF lead to englacial reflections, and (ii) the anisotropic fabric induces an angle dependency on the seismic velocities and, thus, recorded travel times. A framework is presented here to connect COF data from ice cores with the elasticity tensor to determine seismic velocities and reflection coefficients for cone and girdle fabrics. We connect the microscopic anisotropy of the crystals with the macroscopic anisotropy of the ice mass, observable with seismic methods. Elasticity tensors for different fabrics are calculated and used to investigate the influence of the anisotropic ice fabric on seismic velocities and reflection coefficients, englacially as well as for the ice–bed contact. Hence, it is possible to remotely determine the bulk ice anisotropy.
url http://www.the-cryosphere.net/9/367/2015/tc-9-367-2015.pdf
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AT oeisen seismicwavepropagationinanisotropicicepart1elasticitytensorandderivedquantitiesfromicecoreproperties
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