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Electrical conductivity method (ECM) stratigraphic dating of the Byrd Station ice core, Antarctica

Published online by Cambridge University Press:  20 January 2017

C.U. Hammer
Affiliation:
Department of Geophysics, The Niels Bohr Institute, University of Copenhagen, DK-2200 Copenhagen N, Denmark
H.B. clausen
Affiliation:
Department of Geophysics, The Niels Bohr Institute, University of Copenhagen, DK-2200 Copenhagen N, Denmark
C.C. Langway Jr
Affiliation:
Ice Core Laboratory, Department of Geology, State University of New York at Buffalo, Amherst, NY 14226, U.S.A.
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Abstract

A continuous ECM profile (strong acid concentration) has been measured along the 2191 m of ice core recovered at Byrd Station, Antarctica, in 1968. The ECM profile reveals continuous and systematic seasonal changes which are used for dating the ice core back to 50 000 bp. Hammer and others: ECM stratigraphic dating of Byrd Station ice core, Antarctica

Information

Type
Research Article
Copyright
Copyright © International Glaciological Society 1994
Figure 0

Fig. 1. The acidity measurements ( ECM ) in µeq. H+ kg-l on the Byrd Station deep core (BS68). Figure 1a and b are representative curves of Holocene ice from above the “brittle zone”. Figure 1c and d are from Holocene ice below the “brittle zone”. Figure 1e is from the Holocene Wisconsin (H.W ) transition in the ice core. Figure 1f–h represent ice .From the Wisconsin glaciation. The ECM-resolution curves are plotted on averaged 1 cm intervals for Figure la-c, with a resolution of 0.5 cm for Figure ld–f and with 0.2 cm for Figure 1g-h. Each core section is 1.20 m in length but for Figure 1h a shorter section is shown. The curves show multiple-year annual acid layers (λs). Note the decreasing value of λs with depth.

Figure 1

Fig. 2. Theδ18O and ECM acidity-concentration values plotted as 10 m averages vs depth and the λs for the BS68 core. Figure 2a shows the δ18O values in ppt and Figure 2b shows the ECM acidity levels. An omission exists in the curve for Figure 2b between the surface and about 90 m (see text) and between 300 and 890m (brittle zone). Figure 2c shows the average annual ice-layer thickness curve (λ). A few sequences could be used for detection of s in the brittle zone (circles) but not for absolute values of acidity.

Figure 2

Table 1. Depth age relationship. Calculated annual-layer thicknesses, λ, and ages, t, given. field log-book depths, d > 150 m. based on the linear decreasing values of the λs by depth over the three depth intervals, shown in Figure 2c. The slope of the lines, α. are –5.432 × 105a1, -15.93 × 105 a 1 and –1.7241 × 10-5a -1, respectively Those slopes are determined by hinge points in the intervals. For the top 1000 m of ice equivalent (the subtracted 24 m corresponds to the amount of air in the upper 150 m of firn layers), the hinge points are 0.11932 and 0.065 m of ice eq. a1 . For the next 270 m, the hinge points arc 0.065 and 0.222 m of ice eq. a1 and for 870 m of the last interval 0.025 and 0.010 m of ice eq. a1. Thus, the age. T1, al any depth, d1 > 150m, in the top interval, is determined bv t1 =(1/α1) × ln [ l + (α1/0.11932) × (d1-24)]