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A Bayesian Calibrated Deglacial History for the North American Ice Complex

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A Bayesian Calibrated Deglacial History for the North American Ice Complex Lev Tarasov, Radford Neal, and W. R. Peltier University of Toronto – PowerPoint PPT presentation

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Title: A Bayesian Calibrated Deglacial History for the North American Ice Complex


1
A Bayesian Calibrated Deglacial History for the
North American IceComplex
  • Lev Tarasov, Radford Neal, and W. R. Peltier
  • University of Toronto

2
Outline
  • Model
  • Data
  • Model Data Calibration methodology
  • Some key results

3
Glacial modelling challenges and issues
4
Glacial Systems Model (GSM)
5
Climate forcing
  • LGM monthly temperature and precipitation from 6
    highest resolution PMIP runs
  • Mean and top EOFS
  • Total of 18 ensemble climate parameters

6
Need constraints -gt DATA
7
Deglacial margin chronology
  • (Dyke, 2003)
  • 36 time-slices
  • /- 50 km uncertainty
  • Margin buffer

8
Relative sea-level (RSL) data
9
VLBI and absolute gravity data
10
Noisy data and non-linear system gt need
calibration and error bars
11
Bayesian calibration
  • Sample over posterior probability distribution
    for the ensemble parameters given fits to
    observational data using Markov Chain Monte Carlo
    (MCMC) methods
  • Sampling also subject to additional volume and
    ice thickness constraints

12
Large ensemble Bayesian calibration
  • Bayesian neural network integrates over weight
    space

13
It works!
14
RSL results, best fit models
15
LGM characteristics
16
LGM comparisons
17
Maximum NW ice thickness
  • Green runs fail constraints
  • Blue runs pass constraints
  • Red runs are top 20 of blue runs

18
Calibration favours fast flow
19
Deglacial chronology
20
Summary
  • Glaciological results
  • Large Keewatin ice dome
  • Multi-domed structure due to geographically
    restricted fast flows
  • Need strong ice calving and/or extensive
    ice-shelves in the Arctic to fit RSL data
  • Need thin time-average Hudson Bay ice to fit RSL
    data
  • Bayesian calibration method links data and
    physics (model) -gt rational error bars

21
Issues and challenges
  • Choice of ensemble parameters
  • Parameter set ended up being extended with time
    as troublesome regions were identified
  • Method could easily handle more parameters, so
    best to try to cover deglacial phase space from
    the start
  • Challenge of identifying appropriate priors for
    each parameter
  • Error model for RSL data
  • Noisy and likely site biased
  • Error model allows for site scaling and
    time-shifting
  • Heavy-tailed error model to limit influence of
    outliers
  • Neural network
  • Non-trivial to find appropriate configuration
  • Neural network for RSL was most complex
    multi-layered and separate clusters for site
    location and time
  • Training takes a long time, predictions can be
    weak for distant regions
  • MCMC sampling
  • Can get stuck in local minima
  • Unphysical solutions cropped up gt added
    constraints

22
RSL data redundancy
  • Fairly close correspondence between fit to full
    RSL data set and fit to reduced 313 datapoint
    calibration data set (only the last 50 runs have
    been calibrated against the whole data set)

23
  • RSL data fits
  • Data-points should generally provide lower
    envelope of true RSL history
  • Black best overall fit with full constraints
  • Red best overall fit to 313 data set and
    geodetic data with full constraints
  • Green best fit to just 313 RSL data, no
    constraints
  • Blue best fit to just full RSL data, no
    constraints

24
NA LGM ice volume
  • Best fits required low volumes given global
    constraints
  • Possible indication of need for stronger Heinrich
    events

25
  • Critical RSL site SE Hudson Bay
  • Fitting this site required very strong regional
    desert-elevation effect (ie low value) and
    therefore thin and warm ice core
  • Atmospheric reorganization or weak Heinrich
    events?
  • Thin core results in low ice volumes

26
Summary
  • Bayesian calibration
  • It works but is a non-trivial exercise
  • Need to ensure that parameter space is large
    enough
  • Phase space of model deglacial history must be
    quite bumpy
  • Tricky to define complete error bars
  • Calibration had tendency to find wacky(?)
    solutions
  • Glaciological results
  • Large Keewatin ice dome
  • Multi-domed structure due to geographically
    restricted fast flows
  • Need strong ice calving and/or extensive
    ice-shelves in the arctic to fit RSL data
  • Need thin time-average Hudson Bay ice to fit RSL
    data
  • Future work
  • Faster (more diffusive computational kernal)
    ice-flow
  • Addition of hydrological constraints and other
    data (especially to better constrain
    south-central and NW sectors)
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