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GEOPHYSICAL RESEARCH LETTERS,
VOL. 24, NO. 23,
PAGES 3093–3096,
1997
Geoid and Topographic Swells Over Temperature-Dependent Thermal Plumes in Spherical-Axisymmetric Geometry
Scott D. King
Department of Earth and Atmospheric Sciences, Purdue University, West Lafayette, Indiana
Abstract
Geoid and topographic profiles over constant-viscosity thermal plumes in spherical-axisymmetric geometry at moderate Rayleigh
numbers are compared with results from previous studies in other geometries. Plumes in spherical-axisymmetric models produce
larger geoid anomalies than plumes in either Cartesian or cylindrical-axisymmetric geometries; however, the topographic anomalies
over the plumes are smaller than the corresponding anomalies in a cylindrical-axisymmetric geometry but larger than those
in a Cartesian geometry. For plumes in a temperature-dependent viscosity fluid, the geoid and topographic profiles are reduced
by a factor of two when compared to a constant viscosity fluid with the same background viscosity profile. In this case, the
radially-averaged temperature profile around the plume creates a low-viscosity ‘layer’ beneath the lithosphere.
Received 15
July
1997;
accepted 6
October
1997.
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Citation: King, S. D.
(1997),
Geoid and Topographic Swells Over Temperature-Dependent Thermal Plumes in Spherical-Axisymmetric Geometry,
Geophys. Res. Lett.,
24(23),
3093–3096.
Copyright 1997 by the American Geophysical Union.
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