The Chrono Centre | Radiocarbon Dating & Isotope Analysis ... · Author: Maarten Blaauw Created...
Transcript of The Chrono Centre | Radiocarbon Dating & Isotope Analysis ... · Author: Maarten Blaauw Created...
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Basic age-models
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History dating
Pre 14C dating (relative dating)
Peat layers (Sernander 1866-1944) & pollen Link pollen with archaeology (bronze age etc.) Link with Swedish varve chronology (de Geer) (Sub) millennial precision
Von Post 1946
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History dating
Carbon dating → 'absolute', independent dates
Smith & Pilcher 1973: 14C dating vs. pollen zones 14C date depths along peat core
At levels with major proxy changes At regular intervals
Assume linear accumulation between dated levels
e.g.: Aaby 1976, van Geel 1978
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History dating
High-resolution 14C dating
wiggle-match dating (van Geel&Mook 1989) Bayesian (e.g., Blaauw&Christen 2005) post-bomb dating (e.g., van der Linden et al. 2008)
Tephra (e.g., Pilcher et al. 1995, Davies et al. 2003)
210Pb dating (e.g., Turetsky et al. 2004)
All form age estimates for age-depth models
The estimates and models are uncertain
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Age-depth modelling
So now we have dates... what's next?
Estimate ages of non-dated levels
– and of dated levels!
Use available information
all dates
environmental settings site
other comparable archives
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Age-depth modelling
14C and other dates
Basic age-modelling techniques
interpolation, regression, spline, ...
Bayesian approaches
chron. ordering, wiggle-match dating
Compare multiple archives
tuning, eye-balling, Bayesian
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Age-depth modelling
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Age-depth modelling
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Many date$
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Few dates
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Which age-depth model?
800 cm core 9 14C dates surface = recent
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800 cm core 9 14C dates surface = recent Linear interpol.
Too much weight on individual dates?
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800 cm core 9 14C dates surface = recent Linear interpol.
− date 6 = outlier
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800 cm core 9 14C dates surface = recent Linear interpol.
− 470 cm = hiatus
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800 cm core 9 14C dates surface = recent Linear regression
− 470 cm = hiatus
Too narrow error ranges?
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800 cm core 9 14C dates surface = recent Polyn. regression
− 470 cm = hiatus
− second degree
wide uncertainties when extrapolating!
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800 cm core 9 14C dates surface = recent Smooth spline
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800 cm core 9 14C dates surface = recent Smooth spline
− date 6 = outlier
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800 cm core 9 14C dates surface = recent Smooth spline
− 470 cm = hiatus
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Age-depth modelling
How did sediment accumulate over time? Constant? Varying? Pulses? Hiatuses? Site specific Should we try to fit a line through all dates?
Balance belief in dates and belief in model Use stratigraphic information
How many dates do I need? The more, the better? The more problems? Depends on your questions
“is my sediment Holocene?” “early 8.2 k event?”
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Dating uncertainties
Scott, 2007. Sources of Errors. Encyclopedia of Quaternary Science
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14C dating
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Point estimates
Cal yr of maximum calibrated distribution
Midpoint calibrated ranges
Midpoint of 'best' / most likely calibrated range
Weighted mean
Randomly drawn from distribution
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Sample from calibrated date
Sample from calibrated distribution
Years with higher probability are more likely to be sampled
Will reproduce distribution after many iterations
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Sample from calibrated date
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Uncertainties dates
5 calibrated dates
surface = recent
simulate yr every date
draw age-model
linear interpolation repeat
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Uncertainties dates
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How well does this work?
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http:///www.chrono.qub.ac.uk/blaauw/
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Blaauw and Heegaard, in press
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Basic age-modelling
Choose which one looks nicest... No transparent process
How treat point estimates? (mid/max, multimodal)
Why just one curve? Not much literature
Bennett 1994, Bennett and Fuller 2002, The Holocene, Telford et al. 2004, QSR
Software
Calib + Excel, psimpoll, Tilia
clam, Blaauw in press (Quaternary Geochronology)