Variability of Northern Hemisphere Spring Snowmelt Dates using the APP Snow Cover during Hongxu Zhao Richard Fernandes Canada Centre for Remote Sensing Earth Sciences Sector Natural Resources Canada

Outline 1.Motivation x3 2.APP snow cover x3 3.Variations of Snowmelt date (Smtd)x3 4.Temperature sensitivity regions and SAFx3

Can we constrain the spread of climate models using satellite observed snow-albedo feedback (SAF)? Recent studies have shown that there was a large spread in the current generation of climate models in temperature response over NH to the anthropogenic forcing. It has been identified that the strength of SAF accounts for a three fold spread of the intermodel divergence (Hall and Qu 2006). Motivation__objectives

The global climate of the 21 st century “All models are wrong, some are useful” said the famous statistician George Box. a. Temperature change ( IPCC AR3) b. Temperature change (IPCC AR3) c. Arctic sea ice extent change (Boé et al 2009)

Snow albedo feedback (SAF) Following Qu & Hall (2006, 2007), Soden & Held (2006), Cess & Potter (1988), the strength of SAF can be determined by the product of two terms: 1) the dependence of planetary albedo on surface albedo 2) change in surface albedo induced by a unit surface air temperature change. Where Q (constant) and Q net are the incoming and net shortwave radiation at TOA, α s is the surface albedo, and α p is the planetary albedo. Qu&Hall2007 calculated the two terms based on outputs of 17 climate models used in IPCC AR4, Atmospheric term: All models agree each other to within 10%. The models also agree with an observational estimate from International Satellite Cloud Climatology Project (ISCCP) data (horizontal line). Surface term: It exhibits a three-fold spread in these models. This term is main source of the divergence in simulations of SAF. Atmospheric term Surface term Atmospheric term Surface term

Current in-situ snow cover datasets have limited spatial coverage while satellite- based snow cover records have either limited historical extent (e.g. MODIS) or limited temporal and spatial resolution (e.g., NOAA weekly snow cover, Robinson, 2000) constrained by clouds, specific sensor availability, or processing methodology. Can we constrain the spread of climate models using satellite observed snow-albedo feedback (SAF)? Recent studies have shown that there was a large spread in the current generation of climate models in temperature response over NH to the anthropogenic forcing. It has been identified that the strength of SAF accounts for a three fold spread of the intermodel divergence (Hall and Qu 2006). Motivation__objectives Motivation__ Data limitation

Hall and Qu (2006) show that intermodel variations in SAF in the seasonal cycle are highly correlated with those in climate change. Hence, the SAF based on the present-day seasonal cycle are excellent predictors of the SAF in climate change. Spring SAF values in climate change (22nd-centery-mean minus 20 th -centery-measn) vs. in 20 th centery mean seasonal cycle (from April to May) averaged over NH continents polarward of 30deg. The observed value (-1.1) is based on ISCCP and ERA40. How to constrain GCM models in transient climate process with limited observational records? Answer: Using Seasonal cycle to simulate climate change (Hall&Qu2006) -1.1 The most complicated models

A Daily 5km snow cover product extracted from AVHRR Polar Pathfinder (APP) data (APP snow) Based on a new snow mapping algorithm, we have produced the new daily 5km APP snow cover (Zhao and Fernandes, 2009 JGR), including during cloudy conditions, over Northern Hemisphere land surfaces over The APP snow cover maps showed an 85% agreement rate or better at 95% of the in-situ sites (at a comparable level of agreement to in-situ snow cover for MODIS equivalent 0.05 degree snow cover estimates). The almost continuous spatial and temporal coverage ability of the APP snow product will benefit estimations of spring snowmelt dates and snow albedo feedback over northern circumpolar regions. Wang and Key (2005) developed all sky APP extended daily albedo product over the same period of time on a sampled 25km resolution. Albedo-x product: Temperature datasets: ERA40 and NCEP reanalysis surface air temperature APP snow

White=snow; Green=land; Black=not available; Blue=water. Almost continuous spatial coverage of the APP snow maps APP snow

Spring snowmelt dates generally increase with latitude consistent with the seasonal march of solar radiation during spring and early summer in the Northern Hemisphere, with clearly topographically dependent features associated with delayed melt dates over mountains areas. Smtd variability Mean Smtd (unit: DOY) Standard deviations

Smtd variability Figure 2. The time series of Smtd averaged over a) the northern Eurasia (EA, solid) and North America (NA, dashed) N 60-70N 50-60N ► The continental snowmelt dates do not show negative trends as expected rather than statistically insignificant positive trends with strong interannual variability superimposed over the period of Since 1998, the snowmelt dates seem to diverge between the two continents.

Smtd variability Melting season temperature strongly correlated to Smtd Surface atmospheric circulations exert influence on Continental Smtd

Smtd variability Leading atmospheric teleconnection modes drive interannual variability of Smtd by temperature

Snow-temperature sensitivity regions

K4 -1 = k3+K2 · k1 (1) where k1 and k4 can determined by observations, k3 and k2 are unknown terms. K2 can be estimated based on following approximation (Qu and Hall, 2007): K2=1/2 · (α f snow + α p snow )- α land (2) (contrast btw snow albedo & snow-free land albedo) Where α snow and α land are the surface albedo of snow covered and snow-free surfaces respectively; superscripts “ f ” and “ p ” correspond to future and present climate or month; α land is determined by the average for the first 30 snow-free dates after the snowmelt dates. Effective snow albedo (completely snow-covered surface): α i snow ={ α i s -(1-S i c ) α land }/S i c (3) Where S c is snow cover fraction. Once K2 is known, K3 can be estimated by rearranging Eq. (1) k3= K k1 · k2 (4) Approach 2

Spatial patterns of SAF factors & Spatial correlations K4 -1 = K2·k1+k3 Contribution to SAF mainly comes from k1k2, but k3 over Eurasia is relatively larger. Furthermore, K1 contributes mainly to k1k2, opposite to Qu&Hall2007 that k2 is key factor to SAF using GCMs (0.64) 0.20 (0.72) 0.91 (0.63)-0.07 (-0.23) 0.70 (0.38) (-0.06) K4 -1 K1k2K3 K1K2

Qu and Hall (2007) Causes of spread in models: SAF= k4 -1 = K2·k1+K3 K2 (=0.27±0.02) K2·k1= -0.66±0.07 Our observational study Controls of snow albedo feedback SAF= k4 -1 = K2·k1+K3 K1k3 Spatial CC(NH/NA,EA) Qu and Hall (2007)

Summary of the preliminary study and future studies 1. Using the APP snow and albedo datasets, as well as ERA40, we have obtained spatial patterns and NH averaged quantities of the snow albedo feedback parameters. The NH averaged k4 -1 is close to ISCCP. 2.The spatial pattern of SAF (=k4 -1 ) is mainly explained by the pattern of the snow cover component k1·k2 (>60%, same as model simulations) but both snow cover and metamorphosis components contribute to k4 -1 over Eurasia. The latter finding suggests that anthropogenic deposition of pollution on central Eurasian snow-covered surfaces may explain the distinction between the two continents (Flanner et al. 2008, Atmos. Chem. Phys. Discuss). (c. Black Carbon effects on SAF over Eurasia.) 3.K4 -1,k3, k1k2, & k2 showed low levels of interannual variability, while k1 is sensitive to internal climate variability (Groismnan et al 1994). Nevertheless, all of the SAF components and factors are useful for identifying GCMs that exceed the range of observations and therefore provide constrains to these models? (b. Is it fair to use a SAF control factor that has strong interannual variability?)

Motivation 1. New snow cover and surface albedo products have been developed recently (Zhao&Fernandes2009; Wang&Key2005) 2. Quantifying control factors of SAF using satellite observations 3. (future) How to constrain these spreads in models? a. Present seasonal cycle SAF can be used to compare transient climate so as to constrain intermodel spread (Hall&Qu2006). How about other SAF control factors, say k1, k2, k3, k1·k2? Modelling research b. Is it fair to use a SAF control factor that has strong interannual variability? Combined observational rand modelling research c. Black Carbon effects on SAF over Eurasia. Observations with model BC Snow Albedo Feedback (SAF) Can we constrain the spread of GCMs using satellite observed snow-albedo feedback (SAF)?

Constrain GCMs using observations Observational and model based estimates of mean NH surface albedo feedback sensitivity and control parameters between Shaded regions correspond to 95% confidence interval of observational estimate.