date: Mon, 18 Feb 2002 13:58:58 -0500 from: "Raymond S. Bradley" subject: fig captions to: Keith Briffa Figure Captions Figure 6.1. Seasonal and annual trends in surface air temperature, 1901-1999, based on instrumental measurements. Figure 6.2. Composite of 18O and melt records from Arctic ice caps Figure 6.3. Composite of records showing late Holocene temperature changes Figure 6.4. Reconstructed northern hemisphere mean annual temperature with 2 standard error uncertainties (Mann et al 1999). Figure 6.5. Tree ring density reconstruction of warm-season (April to September) temperature from all land north of 20°N, with the 1 and 2 standard error ranges shaded. Units are °C anomalies with respect to the 1961-90 mean (dotted line) and the instrumental temperatures are shown by the thick line. Both series have been smoothed with a 30-year Gaussian-weighted filter (from Briffa et al 2001). Figure 6.6. Northern Hemisphere surface temperature anomalies (°C) referenced to the 196190 mean (dotted line). Annual-mean land and marine temperature from instrumental observations (black, 18561999), and as reconstructed by Mann et al. (red, 10001980, with 2 standard errors shown by pink shading) and Crowley and Lowery (purple, 10001987). April-to-September mean temperature from land north of 20°N as reconstructed by Briffa et al. (green, 14021960, with 2 standard errors shown by green shading), and reconstructed by re-calibrating the Jones et al. estimate of summer northern hemisphere temperature by simple linear regression over the period 18811960 (blue, 10001991). All series have been smoothed with a 30-year Gaussian-weighted filter. Figure 6.7. A comparison of century-long ground temperature trends from boreholes with data from co-located grid-boxes, derived by Mann et al. (1998). Figure 6.8. Reconstructed mean annual temperatures for the northern hemisphere, the 19th and 20th centuries, from Mann et al. (2000) compared to the calibration data (1902-1980) and an independent period (1854-1901) for which instrumental data are available. Figure 6.9. Northern Hemisphere surface temperature (°C anomalies with respect to the 196190 mean) reconstructed by Mann et al. and Briffa et al., with shading indicating only the minimum and maximum of the 2 standard error ranges of the two reconstructions, and compared to that simulated by the Hadley Centre’s HadCM3 coupled climate under increasing greenhouse gas and sulphate aerosol concentrations (SRES scenario A2) from 1950-2099. Thin line indicates the April-September temperature from all land north of 20°N, while the thick line indicates the annual temperature average over the entire northern hemisphere. All data have been smoothed with a 30-year Gaussian-weighted filter. Figure 6.10. Coral 18O data from Maiana Atoll (central Pacific) and evolutive spectrum of these data plotted on the same horizontal axis (Urban et al. 2000). The top panel shows bimonthly values with a 21-yr running mean superimposed. The bottom panel maps the changing concentrations of variance revealed by evolutive spectral analysis, in which 40-year segments were analyzed offset by 4 years. Colored regions are significant above the median (50%) level, and the dark line encloses variance significantly different from a red noise background spectrum at 90%. Changes in the mean of the time series correspond to changes in the frequency domain characteristics of the record, particularly in the correspondence of strong decadal variance and weak inter-annual variance to cooler/drier background conditions in the 19th century. Figure 6.11. Common patterns of decadal variability in tropical Indo-Pacific coral records during the 19th century. The records shown here all exhibit cool-dry events in the late 1850s, ~1870, and early 1880s (shaded bars). Small age offsets may be real, or may reflect age-model uncertainties. The top three and the bottom record correlate closely with ENSO in their calibration periods, but the remaining records are somewhat removed from ENSO centers of action or have competing climate influences on their 18O, so do not correlate as strongly to interannual ENSO changes. The fact that they all reflect the decadal variance of the late 19th century suggests similarities with the 1976 shift, whose extent is latitudinally broader than typical ENSO variability. Figure 6.12. Sites where annual coral isotope records span the interval 1895-1990. Numbers indicate the inferred SST trend in ºC per 100 years, assuming all isotopic variability is due solely to SST changes and the slope of the SST-18O relationship is 0.22ºC per 1‰. Site sensitivity issues (e.g. depth of coral, influence of rainfall) have not been taken into account in these calculations. Large central Pacific values are almost certainly due to the influence of rainfall on seawater isotopic content. Background colors indicate mean SST field. Figure 6.13. Composite showing ice core records of recent warming in the Tropics. Figure 6.14. Comparison of records of North Atlantic trade-wind strength (inferred from G. bulloides abundance at the Cariaco Basin; Black et al. 1999), Lake Naivasha level (inferred from sedimentological indicators; Verschuren et al. 2000), and solar radiation (inferred from the 14C of atmospheric CO2 [Stuiver and Reimer 1993] and for the past 400 years from a reconstruction by Lean et al. 1995). Several of the multidecadal changes in these records are coincident (highlighted by grey bars), suggesting the possibility of a common response to radiative forcing on this time scale. Figure 6.15. Summer Palmer drought severity index (PDSI) as reconstructed from a continental network of drought-sensitive tree ring width records (Cook et al., 1999a). PDSI less than zero represents dry conditions. A.D. 1746 and 1752 were El Niño and La Niña years, respectively, as reconstructed by Stahle et al., (1998). These maps show that summer soil moisture conditions resembled those associated with the same phases of the ENSO fluctuation in the instrumental period. Figure 6.16. Nevada division 3 precipitation, July-June, from a network of lower forest border stripbark bristlecone pine (after Hughes and Funkhouser, 1998). The series has been smoothed with a 50-yr gaussian filter. 1 standard deviation unit equals 4.4cm, mean = 18.3cm. Map shows the location of tree ring sites (red + signs) and of Nevada Division 3 (green line). Figure 6.17. Cumulative severity of A.D. 1561-1600 growth reduction in moisture-limited trees (from Biondi et al., 2000). The location of each symbol indicates the location of a tree ring width index chronology. These are expressed as dimensionless indexes with a mean of 1.0. The size of each symbol is proportional to the sum of all departures for the chronology over the period. The two symbols in the lower left of the map indicate the range of values on the map as percentages. Growth is reduced throughout this region in comparison to the long-term mean . Figure 6.18. Cumulative excess of A.D. 1601-1640 tree growth in moisture-limited trees (from Biondi et al., 2000). As Figure 6.18, except that growth is enhanced in comparison to the long-term mean. Figure 6.19. a 20-year running mean of fire events in five giant sequoia groves compared with tree ring indices of temperature-responsive bristlecone pine from near upper tree limit in the nearby White Mountains (from Swetnam, 1993) b. Departures from A.D. 500-1850 mean of tree ring width index of precipitation-responsive bristlecone pine from near lowest forest border in the nearby White Mountains are used as an index of regional drought, but are unaffected by fire in the Sierra Nevada. They are shown for 5 years before and after years of fire in 0 to 5 giant sequoia groves in the Sierra Nevada. Small asterisks p<0.01, large asterisks p<0.001. The most extensive fires are clearly associated with drought years recorded by tree rings. (from Swetnam, 1993). Figure 6.20. Selected climate-related records for the last millennium around the region of the northern North Atlantic. All of the series are plotted as effective 10-year (thin line) and 50-year (thick line) smoothed and standardized values (with reference to the common base period 1659-1999). a. Central England mean annual temperatures (Manley, 1974; updated by the U.K. Meteorological Office); b. Pseudo annual temperatures for the Benelux countries (produced from data in van Engelen et al., 2001); c. reconstructed winter (DJF) North Atlantic Oscillation indices (Luterbacher et al., 2001); d. warm season (A-S) N. Swedish temperatures reconstructed from tree ring data (Briffa et al., 1992); e. moisture index based on bog flora in western Britain (Barber et al., 2000); f. Bermuda Rise SST reconstructed from Foraminifera oxygen isotope composition (Keigwin, 1996); g. an index of the speed of deep current flow to the north west of Scotland (Bianchi and McCave, 1999); h. foraminiferal abundance in the Cariaco Basin, off Venezuela, indicative of trade wind intensity and possible changes in temperature in the North Atlantic (Black et al., 1999); i. oxygen isotope data from the North Grip site ice core (Hammer, 2000); j. combined series of ice-core-derived oxygen isotopes from the GISP2 and GRIP sites in central Greenland (best refs?); k. a composite series of several west Greenland ice-core oxygen isotope series (Fisher et al., 1994); l. high-resolution melt-layer data in an ice core from northeast Canada (Fisher ?); m. a lower-resolution eastern Canadian ice-core melt record. Figure 6.21. Differences between composites of (a,b) temperature or (c,d) precipitation from (a,c) winters or (b,d) summers with positive North Atlantic Oscillation Index (NAOI) and those with negative NAOI. Seasonal temperature and precipitation were standardised to have zero mean and unit variance at each location prior to analysis. Figure 6.22. Holocene orbital insolation anomalies versus month of year at 1000 year intervals. Figure 6.23. Insolation anomalies for the past millennium, by latitude and month. Figure 6.24. The record of total solar irradiance variations as reconstructed by Lean et al (1992) together with 14C and 10Be data for the past millennium. Figure 6.25. Composite of Holocene forcing. Figure 6.26. Reconstructed mean annual temperatures for North America and Europe since A.D. 1760 (data from Mann et al. 2000). Figure 6.27. Reconstructed mean annual temperatures in 1838 (data from Mann et al. 2000). Figure 6.28 Detection of significant 20th century temperature trends of varying length (all expressed as °C/decade). All temperatures are annual means averaged over all land and marine areas of the northern hemisphere. Blue line shows observed temperature trends from various length periods, all finishing in 1999. Red line shows equivalent, but taken from the mean of an ensemble of four simulations from the HadCM2 coupled climate model forced by historical increases in greenhouse gas and sulphate aerosol concentrations. These can be compared against the estimates of the 95thcentile of the various length trends that are possible due to natural climate variability. The black line with open circles is computed from a 1000-year control integration of HadCM2, with fixed external forcing. The thick black line with solid dots is computed from the pre-1900 portion of the 1000-year Mann et al. reconstruction. Raymond S. Bradley Distinguished Professor and Head of Department Department of Geosciences University of Massachusetts Amherst, MA 01003-5820 Tel: 413-545-2120 Fax: 413-545-1200 Climate System Research Center: 413-545-0659 Climate System Research Center Web Page: Paleoclimatology Book Web Site (1999): http://www.geo.umass.edu/climate/paleo/html