TY - JOUR
T1 - Dynamic recrystallization during deformation of polycrystalline ice
T2 - Insights from numerical simulations
AU - Llorens, Maria Gema
AU - Griera, Albert
AU - Steinbach, Florian
AU - Bons, Paul D.
AU - Gomez-Rivas, Enrique
AU - Jansen, Daniela
AU - Roessiger, Jens
AU - Lebensohn, Ricardo A.
AU - Weikusat, Ilka
N1 - We thank all the members of the ELLE development group, in particular Lynn Evans, Sandra Piazolo and Verity Borthwick for their contributions to the simulation code. We gratefully acknowledge A. Treverrow and an anonymous reviewer, whose constructive reviews greatly improved the manuscript, together with the editorial guidance of P. Sammonds. This work was carried out as part of the Helmholtz Junior Research group “The effect of deformation mechanisms for ice sheet dynamics” (VH-NG-802). F.S was funded by the DFG (SPP 1158) grant BO 1776/12-1. MGL was funded by the programme on Recruitment of Excellent Researchers of the Eberhard Karls Universität Tübingen. The Microdynamics of Ice (MicroDICE) research network, funded by the European Science Foundation, is acknowledged for funding research visits of MGL.
PY - 2017/2/13
Y1 - 2017/2/13
N2 - The flow of glaciers and polar ice sheets is controlled by the highly anisotropic rheology of ice lh that is close to its melting point. To improve our knowledge of ice sheet dynamics, it is necessary to understand how dynamic recrystallisation controls ice microstructures and rheology at different boundary conditions that range from pure shear flattening at the top to simple shear near the base of the sheets. We present a series of two-dimensional numerical simulations that couple ice deformation with dynamic recrystallisation of various intensities, paying special attention to the effect of boundary conditions. The simulations show how similar orientations of c-axis maxima with respect to the finite deformation direction develop regardless the amount of dynamic recrystallisation and applied boundary conditions. In pure shear this direction is parallel to the maximum compressional stress, while it rotates towards the shear direction in simple shear. This leads to strain hardening and increased activity of non-basal slip systems in pure shear and to strain softening in simple shear. Therefore, it is expected that ice is effectively weaker in the lower parts of the ice sheets than in the upper parts. Strain-rate localisation occurs in all simulations, especially in simple shear cases. Recrystallisation suppresses localisation, which necessitates the activation of hard, non-basal slip systems.
AB - The flow of glaciers and polar ice sheets is controlled by the highly anisotropic rheology of ice lh that is close to its melting point. To improve our knowledge of ice sheet dynamics, it is necessary to understand how dynamic recrystallisation controls ice microstructures and rheology at different boundary conditions that range from pure shear flattening at the top to simple shear near the base of the sheets. We present a series of two-dimensional numerical simulations that couple ice deformation with dynamic recrystallisation of various intensities, paying special attention to the effect of boundary conditions. The simulations show how similar orientations of c-axis maxima with respect to the finite deformation direction develop regardless the amount of dynamic recrystallisation and applied boundary conditions. In pure shear this direction is parallel to the maximum compressional stress, while it rotates towards the shear direction in simple shear. This leads to strain hardening and increased activity of non-basal slip systems in pure shear and to strain softening in simple shear. Therefore, it is expected that ice is effectively weaker in the lower parts of the ice sheets than in the upper parts. Strain-rate localisation occurs in all simulations, especially in simple shear cases. Recrystallisation suppresses localisation, which necessitates the activation of hard, non-basal slip systems.
KW - ice rheology
KW - dynamic recrystallisation
KW - ice microstructure
KW - non-basal activity
KW - strain hardening
UR - http://www.scopus.com/inward/record.url?scp=85011117166&partnerID=8YFLogxK
U2 - 10.1098/rsta.2015.0346
DO - 10.1098/rsta.2015.0346
M3 - Article
AN - SCOPUS:85011117166
VL - 375
JO - Philosophical transactions of the royal society a-Mathematical physical and engineering sciences
JF - Philosophical transactions of the royal society a-Mathematical physical and engineering sciences
SN - 1364-503X
IS - 2086
M1 - 20150346
ER -