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and help further distinguish emergence (the complex and potentially unexpected
interaction of biotic and abiotic elements) from statistics (uncertainty arising from
random noise).
3.8.2 Mesoscale Network Simulations
Anchukaitis et al. ( 2006 ) used the modified parameter described for the Mohonk
simulations above to simulate tree-ring widths across the southeastern United
States. They demonstrated that the leading principal component time series of sim-
ulated and real conifer chronologies is well correlated and that both reflect the
regional importance of spring rainfall for interannual variability in tree-ring widths
(Fig. 3.6 ) . Anchukaitis et al. ( 2006 ) further apply the model to detecting and attribut-
ing changes in climate/tree-ring growth relationships related to climate. Using the
eight simulations from the southeastern United States validated against the lead-
ing temporal pattern of variability in actual tree-ring chronologies, they hypothesize
that tree-ring growth should become increasingly limited by summer precipitation.
Model findings are verified by using a new tree-ring chronology, excluded from
a)
1920
1940
1960
1980
2000
1
GAU
0.8
HCS
BWR
AIRY
KNOX
0.6
LAS
STAT
GOLD
MCH
KLY
SALS
BLK
0.4
LUMB
EBN
OCU
0.2
ALBY
ALT
QUIT
b)
c)
0
7 6°W
76°W
Fig. 3.6 Intercomparison of synthetic and actual tree-ring width chronologies from the southeast
United States. ( a ) Leading time series expansions from PCA on simulated and actual regional
ring width data ( black and gray lines , respectively). Correlation fields between the spring (March-
April-May, MAM) precipitation and the first principal component for the ( b ) simulated and ( c )
real tree-ring width chronologies for the full period of overlap (1920-1985). Four-letter identifiers
mark eight meteorological stations in ( b ); three-letter identifiers denote 10 ring width chronology
sites in ( c ). Reprinted with permission from Anchukaitis et al. ( 2006 )
 
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