Mathematics – Logic
Scientific paper
Oct 1980
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1980natur.287..528w&link_type=abstract
Nature, Volume 287, Issue 5782, pp. 528-530 (1980).
Mathematics
Logic
65
Scientific paper
Higgins and Kennedy1 used data on the behaviour of iron at high temperatures and pressures to infer that the top of the Earth's liquid core is stably stratified. Attempts to confirm this result both thermodynamically2 and using seismological data3 have been inconclusive. I present here geomagnetic results which may resolve the controversy. If a stratified region exists there will be no upwelling or downwelling of core fluid at the core-mantle boundary (CMB), so there will be no horizontal divergence of velocity v, that is dtriH.v = 0, where dtriH = dtri - rcirc(rcirc.dtri) rcirc denotes the unit radial vector. This hypothesis can be tested directly, using geomagnetic data, at a few isolated points on the CMB, and local averages of dtriH.v can be examined over the rest of the surface. A statistical treatment of the results strongly suggests that dtriH.v = 0, which is a consequence of a stably stratified layer.
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