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High-Precision Radiocarbon Measurements of Tree-Ring Dated Wood from New Zealand: 195 Bc–Ad 995

Published online by Cambridge University Press:  18 July 2016

Alan Hogg*
Affiliation:
Radiocarbon Laboratory, University of Waikato, PB 3105, Hamilton 3240, New Zealand.
Jonathan Palmer
Affiliation:
Gondwana Tree-Ring Laboratory, P.O. Box 14, Little River, Canterbury 7546, New Zealand.
Gretel Boswijk
Affiliation:
Tree-Ring Laboratory, School of Environment, University of Auckland, PB 92019, Auckland, New Zealand.
Chris Turney
Affiliation:
ARC Laureate Fellow, Climate Change Research Centre and School of Biological, Earth and Environmental Sciences, University of New South Wales, Sydney, NSW 2052, Australia.
*
Corresponding author. Email: [email protected].
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Abstract

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The best means for correcting Southern Hemisphere (SH) radiocarbon measurements, which are significantly influenced by temporal variations in the interhemispheric offset, is by the construction of a SH-specific calibration curve from dendrochronologically dated wood. We present here decadal 14C measurements on dendrochronologically secure New Zealand kauri (Agathis australis), covering the period 195 BC–AD 995, extending the range of calibration measurements from New Zealand tree rings to more than 2 millennia.

Recently published Tasmanian huon pine (Lagarostrobos franklinii) data for the interval 165 BC to AD 1095 measured at the Center for Accelerator Mass Spectrometry (CAMS) have underestimated standard errors, which need to be re-assessed before the data can be considered for a Southern Hemisphere calibration curve update. The CAMS huon data, unlike the Waikato kauri data presented here, show a significant reduction in the SH offset for the interval AD 775–855. Although these data points are being checked, it is unlikely this represents a temporal geographic location-dependent offset. With re-assessed errors, the huon data set from 165 BC to AD 995 closely matches the new kauri data, with the combined data sets producing a mean interhemispheric offset with IntCal09 of 44 ± 17 yr for the time interval 195 BC–AD 1845. This SH offset is lower than the modeled offset of 55–58 yr used in the construction of SHCal04, and we recommend the lower value be used in future SHCal updates. Although there is an apparent increase in higher frequency events in the SH offset (NZ kauri plus Tasmanian huon) from 200 BC–AD 1000, the reason for this remains unclear.

Type
Articles
Copyright
Copyright © 2011 The Arizona Board of Regents on behalf of the University of Arizona 

References

Baillie, M, Pilcher, J. 1973. A simple cross-dating program for tree-ring research. Tree Ring Bulletin 33:714.Google Scholar
Boswijk, G, Fowler, A, Lorrey, A, Palmer, J, Ogden, J. 2006. Extension of the New Zealand kauri (Agathis Australis) chronology to 1724 BC. The Holocene 16(2):188–99.Google Scholar
Fowler, A, Boswijk, G, Ogden, J. 2004. Tree-ring studies on Agathis australis (kauri): a synthesis of development work on late Holocene chronologies. Tree-Ring Research 60:1529.Google Scholar
Hogg, A. 1993. Performance and design of 0.3 ml to 10 ml synthetic silica liquid scintillation vials. In: Noakes, JE, Polach, HA, Schönhofer, F, editors. Liquid Scintillation Spectrometry 1992. Tucson: Radiocarbon. p 135–42.Google Scholar
Hogg, A, McCormac, G, Higham, T, Baillie, M, Palmer, J. 2002. High-precision 14C measurements of contemporaneous tree-ring dated wood from the British Isles and New Zealand: AD 1850–950. Radiocarbon 44(3):633–40.Google Scholar
Hogg, A, Fifield, K, Turney, C, Palmer, J, Galbraith, R, Baillie, M. 2006. Dating ancient wood by high sensitivity liquid scintillation counting and accelerator mass spectrometry—pushing the boundaries. Quaternary Geochronology 1:241–8.Google Scholar
Hogg, A, Fifield, K, Palmer, J, Turney, C, Galbraith, R. 2007. Robust radiocarbon dating of wood samples by high-sensitivity liquid scintillation spectroscopy in the 50–70 kyr age range. Radiocarbon 49(2):379–91.CrossRefGoogle Scholar
Hogg, A, Bronk Ramsey, C, Turney, C, Palmer, J. 2009a. Bayesian evaluation of the Southern Hemisphere radiocarbon offset during the Holocene. Radiocarbon 51(4):1177–86.Google Scholar
Hogg, A, Bronk Ramsey, C, Turney, C, Palmer, J. 2009b. Investigating the interhemispheric 14C offset in the 1st millennium AD and assessment of laboratory bias and calibration errors. Radiocarbon 51(4):1165–76.Google Scholar
Hua, Q, Barbetti, M, Zoppi, U, Fink, D, Watanasak, M, Jacobsen, G. 2004. Radiocarbon in tropical tree rings during the Little Ice Age. Nuclear Instruments and Methods in Physics Research B 223–224:489–94.Google Scholar
McCormac, G, Reimer, P, Hogg, A, Higham, T, Baillie, M, Palmer, J, Stuiver, M. 2002. Calibration of the radiocarbon time scale for the Southern Hemisphere AD 1850–950. Radiocarbon 44(3):641–51.Google Scholar
McCormac, G, Hogg, A, Blackwell, P, Buck, C, Higham, T, Reimer, P. 2004. SHCal04 Southern Hemisphere calibration, 0–11.0 cal kyr BP. Radiocarbon 46(3):1087–92.Google Scholar
Reimer, PJ, Baillie, MGL, Bard, E, Bayliss, A, Beck, JW, Blackwell, PG, Bronk Ramsey, C, Buck, CE, Burr, GS, Edwards, RL, Friedrich, M, Grootes, PM, Guilderson, TP, Hajdas, I, Heaton, TJ, Hogg, AG, Hughen, KA, Kaiser, KF, Kromer, B, McCormac, FG, Manning, SW, Reimer, RW, Richards, DA, Southon, JR, Talamo, S, Turney, CSM, van der Plicht, J, Weyhenmeyer, CE. 2009. IntCal09 and Marine09 radiocarbon age calibration curves, 0–50,000 years cal BP. Radiocarbon 51(4):1111–50.Google Scholar
Rozanski, K, Stichler, W, Gonfiantini, R, Scott, M, Beukens, R, Kromer, B, van der Plicht, J. 1992. The IAEA 14C Intercomparison exercise 1990. Radiocarbon 34(3):506–19.Google Scholar
Stuiver, M, Braziunas, T. 1998. Anthropogenic and solar components of hemispheric 14C. Geophysical Research Letters 25(3):329–32.Google Scholar
Torrence, C, Compo, G. 1998. A practical guide to wavelet analysis. Bulletin of the American Meteorological Society 79(1):6178.Google Scholar
Turney, C, Fifield, K, Hogg, A, Palmer, J, Hughen, K, Baillie, M, Galbraith, R, Ogden, J, Lorrey, A, Tims, S, Jones, R. 2010. The potential of New Zealand kauri (Agathis australis) for testing the synchronicity of abrupt climate change during the Last Glacial Interval (60,000–11,700 years ago). Quaternary Science Reviews 29(27–28):3677–82.CrossRefGoogle Scholar
Tyers, I. 2004. Dendro for Windows Program Guide. 3rd edition. ARCUS Project Report 500B.Google Scholar
Vogel, JC, Fuls, A, Visser, E, Becker, B. 1993. Pretoria calibration curve for short-lived samples, 1930–3350 BC. Radiocarbon 35(1):7385.Google Scholar
Ward, G, Wilson, S. 1978. Procedures for comparing and combining radiocarbon age determinations: a critique. Archaeometry 20(1):1931.Google Scholar
Xu, X, Khosh, M, Druffel-Rodriguez, K, Trumbore, S, Southon, J. 2010. Is the consensus value of ANU sucrose (IAEA C-6) too high? Radiocarbon 52(2–3):866–74.Google Scholar
Zimmerman, S, Guilderson, T, Buckley, B, Cook, E. 2010. Extension of the Southern Hemisphere atmospheric radiocarbon curve, 2120–850 years BP: results from Tasmanian huon pine. Radiocarbon 52(2–3):887–94.CrossRefGoogle Scholar