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G. Ramillien, S. Bouhours, A. Lombard, A. Cazenave, F. Flechtner, R. Schmidt (2008)
Land water storage contribution to sea level from GRACE geoid data over 2003–2006Global and Planetary Change, 60
A. Love
The Stress Produced in a Semi-Infinite Solid by Pressure on Part of the BoundaryPhilosophical Transactions of the Royal Society A, 228
B. Parsons, J. Sclater (1977)
An analysis of the variation of ocean floor bathymetry and heat flow with ageJournal of Geophysical Research, 82
W. Peltier, D. Argus, R. Drummond (2015)
Space geodesy constrains ice age terminal deglaciation: The global ICE‐6G_C (VM5a) modelJournal of Geophysical Research: Solid Earth, 120
Kwan-Dong Park, R. Nerem, James Davis, M. Schenewerk, G. Milne, J. Mitrovica (2002)
Investigation of glacial isostatic adjustment in the northeast U.S. using GPS measurementsGeophysical Research Letters, 29
M. Tamisiea, J. Mitrovica, G. Milne, James Davis (2001)
Global geoid and sea level changes due to present-day ice mass fluctuationsJournal of Geophysical Research, 106
P. England, G. Houseman (1986)
FINITE STRAIN CALCULATIONS OF CONTINENTAL DEFORMATION .2. COMPARISON WITH THE INDIA-ASIA COLLISION ZONEJournal of Geophysical Research, 91
W. Peltier (1974)
The impulse response of a Maxwell EarthReviews of Geophysics, 12
S. Mazzotti, A. Lambert, J. Henton, T. James, N. Courtier (2011)
Absolute gravity calibration of GPS velocities and glacial isostatic adjustment in mid‐continent North AmericaGeophysical Research Letters, 38
G. Milne, J. Mitrovica, H. Scherneck, James Davis, J. Johansson, H. Koivula, M. Vermeer (2002)
Continuous GPS measurements of postglacial adjustment in Fennoscandia 1. Geodetic resultsJournal of Geophysical Research, 107
A. Nygård, H. Sejrup, H. Haflidason, P. Bryn (2005)
The glacial North Sea Fan, southern Norwegian Margin: architecture and evolution from the upper continental slope to the deep-sea basinMarine and Petroleum Geology, 22
W. Peltier, A. Tushingham (1991)
Influence of glacial isostatic adjustment on tide gauge measurements of secular sea level changeJournal of Geophysical Research, 96
G. Spada, A. Antonioli, S. Cianetti, C. Giunchi (2006)
Glacial isostatic adjustment and relative sea-level changes: the role of lithospheric and upper mantle heterogeneities in a 3-D spherical EarthGeophysical Journal International, 165
A. Forte, W. Peltier, A. Dziewoński (1991)
Inferences of mantle viscosity from tectonic plate velocitiesGeophysical Research Letters, 18
W., J. Morgan (1968)
Rises, trenches, great faults, and crustal blocksJournal of Geophysical Research, 73
G. Sella, T. Dixon, A. Mao (2002)
REVEL: A model for Recent plate velocities from space geodesyJournal of Geophysical Research, 107
G. Milne, J. Mitrovica, D. Schrag (2002)
Estimating past continental ice volume from sea-level data.Quaternary Science Reviews, 21
J. Mitrovica, G. Milne (2003)
On post-glacial sea level: I. General theoryGeophysical Journal International, 154
Xiuling Wu, Yujing Han, D. Meng, Dou-xing Li (2002)
Discovery and implication of P21/n crystal structure on a nano-scale in single jadeite crystalsEarth and Planetary Science Letters, 197
G. Batchelor (1968)
An Introduction to Fluid Dynamics
J. Braun (2010)
The many surface expressions of mantle dynamicsNature Geoscience, 3
K. Lambeck, Y. Yokoyama, P. Johnston, A. Purcell (2000)
Global ice volumes at the Last Glacial Maximum and early LateglacialEarth and Planetary Science Letters, 181
W. Bean (1980)
Nail growth. Thirty-five years of observation.Archives of internal medicine, 140 1
M. Tamisiea, J. Mitrovica, James Davis (2007)
GRACE Gravity Data Constrain Ancient Ice Geometries and Continental Dynamics over LaurentiaScience, 316
S. King (2005)
Archean cratons and mantle dynamicsEarth and Planetary Science Letters, 234
G. Backus (1967)
Converting Vector and Tensor Equations to Scalar Equations in Spherical CoordinatesGeophysical Journal International, 13
G. Kaufmann, P. Wu (2002)
Glacial isostatic adjustment in Fennoscandia with a three-dimensional viscosity structure as an inverse problemEarth and Planetary Science Letters, 197
Arvid Johnson (1994)
Folding of viscous layers
Hansheng Wang, P. Wu (2006)
Effects of lateral variations in lithospheric thickness and mantle viscosity on glacially induced surface motion on a spherical, self-gravitating Maxwell EarthEarth and Planetary Science Letters, 244
J. Mitrovica, M. Tamisiea, James Davis, G. Milne (2001)
Recent mass balance of polar ice sheets inferred from patterns of global sea-level changeNature, 409
G. Schubert, D. Turcotte, P. Olson (2001)
Mantle Convection in the Earth and Planets: Contents
N. Haskell (1936)
The Motion of a Viscous Fluid Under a Surface Load. Part IIPhysics, 7
J. Wilson (1966)
Did the Atlantic Close and then Re-Open?Nature, 211
S. King (2016)
Reconciling laboratory and observational models of mantle rheology in geodynamic modellingJournal of Geodynamics, 100
S. King, D. Anderson (1998)
Edge-driven convectionEarth and Planetary Science Letters, 160
G. Milne, James Davis, J. Mitrovica, H. Scherneck, J. Johansson, M. Vermeer, H. Koivula (2001)
Space-Geodetic Constraints on Glacial Isostatic Adjustment in FennoscandiaScience, 291
J. Nocquet, É. Calais, B. Parsons (2005)
Geodetic constraints on glacial isostatic adjustment in EuropeGeophysical Research Letters, 32
M. Ekman (1988)
The world's longest continued series of sea level observationspure and applied geophysics, 127
A. Cazenave, R. Nerem (2004)
Present‐day sea level change: Observations and causesReviews of Geophysics, 42
P. Wu (2002)
Mode coupling in a viscoelastic self-gravitating spherical earth induced by axisymmetric loads and lateral viscosity variationsEarth and Planetary Science Letters, 202
G. Sella, S. Stein, T. Dixon, M. Craymer, T. James, S. Mazzotti, R. Dokka (2007)
Observation of glacial isostatic adjustment in “stable” North America with GPSGeophysical Research Letters, 34
W. Farrell, J. Clark (2007)
On Postglacial Sea LevelGeophysical Journal International, 46
F. Landerer, Sean Swenson (2012)
Accuracy of scaled GRACE terrestrial water storage estimatesWater Resources Research, 48
N. Haskell (1935)
The Motion of a Viscous Fluid Under a Surface LoadPhysics, 6
A. Paulson, S. Zhong, J. Wahr (2005)
Modelling post-glacial rebound with lateral viscosity variationsGeophysical Journal International, 163
[As a result of climatic variations over the past 700,000 years, large ice sheets in high-latitude regions of the Earth formed and subsequently melted, loading and unloading the surface of the Earth. This chapter introduces the mathematical analysis of the vertical motion of the solid Earth in response to this time-varying surface loading. This chapter focuses on two conceptual models: the first, proposed by Haskell [Physics, 6, 265–269 (1935)], describes the return to equilibrium of a viscous half-space after the removal of an applied surface load; the second, proposed by Farrell and Clark [Geophys. J. Royal Astr. Soc., 46, 647–667 (1976)], illustrates the changes in sea level that occur when ice and water are rearranged on the surface of the Earth. The sea level equation proposed by Farrell and Clark accounts for the fact that sea level represents the interface between two dynamic surfaces: the sea surface and the solid Earth, both of which are changing with time.]
Published: Nov 2, 2019
Keywords: Gravitational potential; Sea level; Stokes equation; Viscous relaxation
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