Building and testing age models for radiocarbon dates in Lateglacial and Early Holocene sediments
Introduction
There is significant scientific interest in understanding the nature and timing of regional and global responses to abrupt climate change during the transition from the last glacial to the Holocene, due to the numerous abrupt climatic oscillations that are now known to occur during this period as indicated by the Greenland ice core records (e.g. Alley et al., 1993). These are seen as essential natural archives for understanding climate forcing mechanisms and the underlying Earth system response (Walker et al., 2003). In order to understand these processes, it is necessary to compare different archives at sufficiently high temporal resolution to examine the timing of response between them. The abrupt nature of these climatic events, however, and the possibilities of asynchronous responses in different environments, along with regional climate gradients, requires significant improvements in the precision at which many environmental records can be dated (Lowe et al., 2001). In particular, there have been recent attempts to build age models for radiocarbon-dated sediment sequences with levels of precision normally associated with annual chronologies, such as the Greenland ice cores and dendrochronology. These include visual wiggle match dating of terrestrial sediment records, regression equations applied to dated sequences after calibration, and the application of various Bayesian statistical models to the calibration of dates (e.g. Blaauw et al., 2004; Blockley et al., 2004). All of these methods are, in fact, models of the underlying true sedimentation rate, which are based on various assumptions about the sedimentary archive, the radiocarbon dates, and the radiocarbon calibration curve itself. Some of these models are ad hoc, such as the visual wiggle match adopted by some authors, while others are based on classical or Bayesian statistical frameworks. Such models raise questions of genuine importance for many researchers involved in understanding the nature and timing of climate change in the Lateglacial and Early Holocene, regarding the reliability of the assumptions made in developing these models and their ability to accurately predict the depositional history of a given site. These questions can be examined to some extent by simulating different dating scenarios (Telford et al., 2004). Here, we compare the performance of three of the most common approaches, in four different scenarios that we believe to be representative of the range of sedimentary regimes and dating difficulties. One assumption that cannot be tested in this way, however, is whether the available radiocarbon calibration curve is a completely accurate representation of the terrestrial/atmospheric radiocarbon activity of the whole period through the Lateglacial and into the Holocene. The presently recommended calibration curve is IntCal04 (Reimer et al., 2004), and is based on dendrochronologically dated wood back to 12 460 cal BP. Thus, for this time-range it represents the natural atmospheric/terrestrial 14C content. Beyond the dendrochronological part, in the earliest part of the Lateglacial record, the IntCal04 curve is marine-based.
Section snippets
Uncertainty in radiocarbon dating
The chief sources of uncertainty in radiocarbon dating can be broken down into three main areas, which have been covered extensively in the literature (see e.g. Lowe et al., 2001): (1) the reliability of individual radiocarbon dates, which is often difficult to assess in many contexts, owing to a number of issues outlined below; (2) the reliability of the available calibration curve for a given period; and (3) the shape of the calibration curve, which leads to increased errors on calibrated
Testing age modelling approaches
Any methodology for modelling sedimentation history based on calibrated radiocarbon dates, be they ad hoc or a formal statistical framework, needs to demonstrably improve upon the precision available by simply calibrating radiocarbon dates on their own, while at the same time retaining accuracy, and reliably dealing with outliers. If we assume that the IntCal04 calibration curve is indeed reliable for the period in question, then it is possible to test any available approach by generating
Visual wiggle match dating
The term wiggle match dating is rather loose in its application and can lead to confusion. Many wiggle matches are based on the radiocarbon dating of independent, floating, but annually resolved records, such as tree rings. These are the most robust forms of wiggle match, and software to perform these analyses has been available for a number of years. There are, however, other forms of wiggle matching, where there is no independent chronology, and where the spacing between the dates has to be
Discussion and suggestions for approaches to age modelling
When attempting to draw conclusions from these tests that are useful for the wider community it must be remembered that all of the dates used were simulated from the calibration curve. As such, they are idealised and the normal possibilities of time averaging and reworking are generally not present in these cases, the introduction of 10% outliers in simulation four not withstanding. This means that caution must always be applied when selecting a particular model approach, and clearly these
Conclusion
These series of tests have shown that, in theory at least, in ideal scenarios, the high precision proposed by proponents of wiggle match dating and Bayesian modelling is achievable, and that even in quite difficult simulated scenarios at least centennial chronological resolution is achievable. However, these studies highlight the caution that must be used in the production and interpretation of these models. Key points are:
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All age models have errors, even the most precise and effective wiggle
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Present address: Department of Archaeology and Palaeoecology, Queen's University Belfast, Belfast, UK.