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This study aims to assess the occurrence of extreme precipitation in the coastal natural economic zones of European Russia using large-scale synoptical indicators. The research focuses on defining thresholds for extreme precipitation, validating climate models, and assessing the risk of extreme precipitation in a warming climate. The study utilizes meteorological data archives, NCEP/NCAR Reanalysis, and the GFDL-ESM2M model. The challenges include defining extreme precipitation and determining precipitation types. The research proposes using empirical distribution functions and Weibull distribution to establish thresholds for extreme precipitation. Additionally, indicators such as baric field structure and frontal parameters are explored to understand the occurrence of extreme precipitation.
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Natural risk assessment laboratory faculty of geography, Moscow State University, Moscow, Russia Large-scale predictors of extreme precipitation in the coastal natural economic zones of European part of Russia Gushchina Daria, Matveeva Tatiana
Motivation The special attention drawn to the extreme rainfall is caused by the damage they present for the economics and society: strongest floods, mud torrents, land slips, avalanches etc. • the climate changes involve change of precipitation amount • the trends of precipitation amounts are not always consistent with the changes of extreme rainfall occurrence Problem : Models fairly reproduce extreme rainfall Estimate the probability of extreme rainfall using indirect indicators Possible solution ! Important: indicators may include the characteristics reliably reproduced be the GCMs (air temperature, sea level pressure, geopotential heights)
Purpose Objectives Assess the change of extreme precipitation occurrence in the warming climate using large-scale synoptical indicators • Step 1: Define the threshold of extreme precipitation for observation and model data • Step 2: Emerge the reliable indicators of large-scale extreme precipitation • Step 3: Validate the climate model skill in simulation of these indicators • Step 4: Assess the extreme precipitation risk change in a warming climate
Coastal regions Murmansk region Pechora region Black Sea Coast
Data • Archive of meteorological observation • NCEP/NCAR Reanalysis 17 vertical levels, grid 2.5 ° x 2.5° • Climate modelGFDL-ESM2M(The Geophysical Fluid Dynamics Laboratory) 24 vertical levels, grid 2.5 ° x 2.0 ° Model participates in theCoupled Model Intercomparison Project Phase 5 (CMIP5). Experiments used: • For model validation – «historical» scenario (preindustrial concentration of CO2) • For global warming condition –– RCP8.5 scenario
Major problems in the study of extreme precipitation The measure of extreme precipitation • Complex spatial structure of rainfall fields • Lack of uniform definition of the term “extreme precipitation” Precipitation amount larger than 95th or 99th percentile of their distribution (R95p), (R99p) Maximal value for the year or the season (RX1day, RX5day) The number of days exceeding the threshold value (R10, R20) The duration of periods when precipitation is larger than the threshold (CDD, CWD)
Our approach Criteria of the dangerous hydrometeorological phenomena used by the Russian Hydrometeorologicalservice Different criteria for solid and liquid precipitation Problem: It is impossible to use the uniform threshold Method to determine precipitation types - partial thicknessmethods Possible solution If < 1540 м, < 1310 м Layer temperature is below freezing Snow falls
Algorithm for extreme precipitation threshold definition in the model The model is not capable to simulated the real local rainfall extremes Need to coincide the model and observation data Compose the representative data samples (less than 10% missing data [Zolina et al., 2006]) Obtain the empirical functions of distribution Find the theoretical approximation of empirical distribution The best consistence - Weibull distribution x – sample unit, F(x) – probability obtained by the empirical cumulative distribution
observation model
Find the percentile corresponding to the threshold of 50 mm and 20 mm in the theoretical distribution for observation Define the threshold for model data as corresponding to this percentile
Evaluation of extreme precipitation indicators The structure of baric field EOF-analysisof sea level pressure for the extreme precipitation days > 90% of the variability of the pressure field
Evaluation of extreme precipitation indicators The structure of baric field winter summer
Evaluation of extreme precipitation indicators ! Baric structure is not a sufficient indicator of extreme precipitation Precipitation Frontal Non-frontal Indicators of frontal zone Indicators include moisture characteristics, fairly simulated by the climate models The simplest - the horizontal temperature gradient at 850 hPa exceeding some threshold : In the Black Sea coast – 70-80% of days with extreme precipitation are associated to this indicator For the moment we don't consider these extreme precipitation Use of this threshold indicator is reliable For the coastal zone of the Arctic – 30-40% Requirement of other indicator of frontal zone
Indicators of frontal zone(for the coastal zone of Arctic) . Most informative is frontal parameter F [Shakina et al.] F =P +ψ Includes gradient of equivalent thickness as a measure of baroclinity Includes surface temperature gradient on the Arctic coastal zone strong temperature contrast during the days with extreme precipitation is not observed ! Calculation of the P parameter is not informative
Frontal parameter ψ The area where the gradient of baroclinity has an extreme in the direction of a layer thickness gradient, should be identified as the front. in the layer 850-1000 hPa, in conventional unit Murmansk Pechora the majority of days with extreme precipitation are associated with ψ maximum the ψ may serve as indicator of the frontal zone (for the Arctic coastal region)
The threshold for the frontal parameter ψ threshold ψ=16 Daily precipitation, mm
The problem of "dry" fronts on the Arctic coast Air temperature at 2 m at 850 hPa An additional constraint on the temperature Large-scale Indicators of extreme precipitation Black Sea coast Arctic coastal region structure of the pressure field + the horizontal temperature gradient structure of the pressure field + the frontal parameter ψ + constraint on the temperature
Model validation The structure of the pressure field NCEP/NCAR reanalysis Climate model GFDL-ESM2M The model successfully reproduces the main pressure patterns associated to the extreme precipitation events
Validation of the model Frontal parameterψ The maximum of ψ in GFDL are located in the region of extreme precipitation threshold ψ=16 Daily precipitation, mm The model successfully reproduces the frontal parameter ψ maximum and distribution for the days with extreme precipitation
Main achievements • Thethreshold of extreme precipitation was defined for observation and climate model GFDL-ESM2M for the Black Sea and Arctic coastal zones of European Russia. • The most appropriate indicators of large-scale precipitation extremes were emerged, particularly: pressure field structure and intensity of frontal zone • The skill of the GFDL-ESM2M model in simulation the precipitation extreme indicators are demonstrated • The changes of precipitation extremes risks under global warming condition are estimated : • we do not expect dramatic changes of the risk of extreme frontal precipitation in the Black Sea Coast and the Arctic coastal region during XXI century.
Discussion and perspectives • The last results does not mean that we have no suspicion about floods increasing in future as they may result from other reason • Our key message – we do not observe the drastic changes of conditions favorable for precipitation extremes of frontal genesis. • To extend our conclusions we need • Include convective precipitation in the assessment • pass from traditional approach to extreme measurements (days with heavy rain) to duration of wet period (talk of Zolina Olga)
Интенсивная ВФЗ в дни в экстремальными осадками Зима Холодный период Тёплый период Лето
Согласно этому алгоритму, тип осадков предлагается определять по данным о высоте поверхностей 1000, 850 и 700 гПа: • снег выпадает, если толщина слоя 850–700 гПа < 1540 м и толщина слоя 1000-850 < 1290 м; • дождь выпадает, если толщина слоя 1000–850 гПа > 1310 м; • смешанные осадки выпадают, если толщина слоя 850–700 гПа лежит в интервале 1540–1560 м, а толщина слоя 1000–850 гПа – в интервале 1290-1310 м.
Повторяемость случаев превышения порогового значения горизонтального градиента температуры на 850 гПа в дни с экстремальными осадками
Мурманск Печора