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Introduction and Background
Extreme Rainfall Nonstationary Investigation and Evaluation of Nonstationary-based
Intensity-Duration-Frequency (IDF) Curves for Southern Ontario Region in a Changing Climate
Poulomi Ganguli*1, Paulin Coulibaly1
1Department of Civil Engineering, McMaster University, Hamilton, Ontario, Canada
Detection of Nonstationary TrendsMultiplicative Random Cascade (MRC) for Rainfall Disaggregation
 Global hydrological cycle is expected to intensify in a warming climate (Donat et al., 2016;
Lehmann et al., 2015)
*Contact Information: gangulip@mcmaster.ca1 McMaster Water Resources and Hydrologic Modeling Lab, McMaster University, http://www.hydrology.mcmaster.ca/
Study Area and Data
Development of Nonstationary IDF
 A relatively small perturbation in climate can result into a substantial changes into the frequency
of extremes: Changes in mean, variability, and skewness can complicate the process
Increase in land-
surface temp. anomaly
since 1880s’
Source: IPCC AR5 Chapter 1 (Fig. 1.8), Page 134
Annual average
precipitation in
Windsor (1941-2011)
Source: https://www.ncdc.noaa.gov/
Source: Climate Change Action
Plan: The City of Windsor’2012
Stations Hourly Daily
Hamilton 1971 - 2003 1960 - 2011
Oshawa 1970 - 1999 1970 - 2015
Toronto Person Intl. Airport 1960 - 2012 1940 - 2012
Windsor 1960 - 2007 1940 - 2014
Kingston 1961 - 2003 1960 - 2007
London 1961 - 2001 1940 - 2015
Process Flow to Develop Nonstationary IDF
• Starting box: Period in the
beginning of sequence,
proceeded by a dry period and
succeeded by a rainy period
• Enclosed box: Period within a
sequence, preceded and
succeeded by rainy period
• Ending box: Period in the end of
sequence, preceded by a rainy
period and succeeded by a dry
period
• Isolated box: Proceeded and
succeeded by dry period
Volume Classes Olsson (1998)
Performance Evaluation of MRC: A. McMaster Weather Station Data
Time Metrics Observed Simulated
Zero values (%) 91.92 91.50
# of extremes (> 25mm) 5 6
Individual RF volume (µ ± σ) mm 1.60 ± 2.95 1.45 ± 2.89
Hourly Event volume (µ ± σ) mm 4.52 ± 10.40 4.50 ± 8.82
Event Duration (µ ± σ) hour 2.83 ± 3.51 3.09 ± 2.69
Mean Interarrival time between event, hour 36.82 ± 64.70 37.33 ± 65.10
Mean Annual Maxima (µ ± σ) mm 39.97 ± 21.42 32.97 ± 12.33
Minute
(15-min)
Zero values (%) 94.43 95.35
Individual RF volume (µ ± σ) mm 0.032 ± 1.20 0.031 ± 1.28
Event volume (µ ± σ) mm 1.87 ± 6.28 1.96 ± 4.64
Event Duration (µ ± σ) min 3.15 ± 5.77 2.94 ± 3.47
Mean Interarrival time between event, min 59.54 ± 177.33 64.12 ± 182.01
Mean Annual Maxima (µ ± σ) mm 20.4 ± 10.22 23.4 ± 12.70
Performance Evaluation of MRC: B. Hourly Annual Maxima of
Pearson International Airport, Toronto
References
• Nonstationary GEV (Cheng et al., 2014)
• Model I: Nonstationary in location
• Model II: Nonstationary in location and scale
• Return level estimate
 
1
exp 1 , , 0
x
G x


   


    
           
    
  tt 10  
       0 1 0 1, exp ,t t t t t           
1 1
1 , 0;
ln 1
pq T
p p


 

  
           
Selection of Best Model for IDF Development
Models ξ σ1 σ2 µ1 µ0 AICc
Stationary (ML-based) -0.10 2.94 10.15 -85.53
Model I (50th percentile) -0.21 6.46 0.09 6.84 -101.79
Model II (50th percentile) 0.05 -0.0017 1.29 -0.01 11.54 -86.24
(ML)
Table: Selection of best fitted GEV distribution for 2-hour annual maximum rainfall
IDF Curves for Toronto International Airport (1950-2012)
Conclusions and Future Work
Conclusions
 Nonstationary trends are prominent in hourly annual maximum rainfall
 Nonstationary GEV models simulate extremes better than stationary models
 Significant difference in return level for short duration rainfall intensity at 2-year return period.
 The uncertainty in return level estimates grows higher with increase in return periods.
Future Work
 Develop IDF using nonstationary method for current and projected time period
 Compare difference in return level estimates in stationary and nonstationary models during
current and projected time periods
Acknowledgement
 Primary Funding Source: NSERC Canadian FloodNet
 Special thanks to Toronto Region Conservation Authority (TRCA) and Essex Region Conservation Authority
(ERCA) for sharing hourly rainfall data. The daily rainfall data is downloaded from Environment Canada website.
• M. G. Donat, A. L. Lowry, L. V. Alexander, P. A. O’Gorman,
N. Maher, Nat. Clim. Change. 6, 508–513 (2016).
• J. Lehmann, D. Coumou, K. Frieler, Clim. Change. 132,
501–515 (2015).
• “City of Windsor: Climate change adaptation plan” (2012),
pp. 1–21.
• T.F. Stocker et al. IPCC AR5 Working Group I: Phys.
Sci. Basis, 1535 (2013).
• J. Olsson, Hydrol. Earth Syst. Sci. Discuss. 2, 19–30
(1998).
• L. Cheng, A. AghaKouchak, Sci. Rep. 4 (2014), doi:
10.1038/srep07093.
Table: Model performance for daily to hourly and daily to sub-hourly rainfall disaggregation (2010 – 2013)

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Poster AGM 2016_PG_09_09_2016

  • 1. Introduction and Background Extreme Rainfall Nonstationary Investigation and Evaluation of Nonstationary-based Intensity-Duration-Frequency (IDF) Curves for Southern Ontario Region in a Changing Climate Poulomi Ganguli*1, Paulin Coulibaly1 1Department of Civil Engineering, McMaster University, Hamilton, Ontario, Canada Detection of Nonstationary TrendsMultiplicative Random Cascade (MRC) for Rainfall Disaggregation  Global hydrological cycle is expected to intensify in a warming climate (Donat et al., 2016; Lehmann et al., 2015) *Contact Information: gangulip@mcmaster.ca1 McMaster Water Resources and Hydrologic Modeling Lab, McMaster University, http://www.hydrology.mcmaster.ca/ Study Area and Data Development of Nonstationary IDF  A relatively small perturbation in climate can result into a substantial changes into the frequency of extremes: Changes in mean, variability, and skewness can complicate the process Increase in land- surface temp. anomaly since 1880s’ Source: IPCC AR5 Chapter 1 (Fig. 1.8), Page 134 Annual average precipitation in Windsor (1941-2011) Source: https://www.ncdc.noaa.gov/ Source: Climate Change Action Plan: The City of Windsor’2012 Stations Hourly Daily Hamilton 1971 - 2003 1960 - 2011 Oshawa 1970 - 1999 1970 - 2015 Toronto Person Intl. Airport 1960 - 2012 1940 - 2012 Windsor 1960 - 2007 1940 - 2014 Kingston 1961 - 2003 1960 - 2007 London 1961 - 2001 1940 - 2015 Process Flow to Develop Nonstationary IDF • Starting box: Period in the beginning of sequence, proceeded by a dry period and succeeded by a rainy period • Enclosed box: Period within a sequence, preceded and succeeded by rainy period • Ending box: Period in the end of sequence, preceded by a rainy period and succeeded by a dry period • Isolated box: Proceeded and succeeded by dry period Volume Classes Olsson (1998) Performance Evaluation of MRC: A. McMaster Weather Station Data Time Metrics Observed Simulated Zero values (%) 91.92 91.50 # of extremes (> 25mm) 5 6 Individual RF volume (µ ± σ) mm 1.60 ± 2.95 1.45 ± 2.89 Hourly Event volume (µ ± σ) mm 4.52 ± 10.40 4.50 ± 8.82 Event Duration (µ ± σ) hour 2.83 ± 3.51 3.09 ± 2.69 Mean Interarrival time between event, hour 36.82 ± 64.70 37.33 ± 65.10 Mean Annual Maxima (µ ± σ) mm 39.97 ± 21.42 32.97 ± 12.33 Minute (15-min) Zero values (%) 94.43 95.35 Individual RF volume (µ ± σ) mm 0.032 ± 1.20 0.031 ± 1.28 Event volume (µ ± σ) mm 1.87 ± 6.28 1.96 ± 4.64 Event Duration (µ ± σ) min 3.15 ± 5.77 2.94 ± 3.47 Mean Interarrival time between event, min 59.54 ± 177.33 64.12 ± 182.01 Mean Annual Maxima (µ ± σ) mm 20.4 ± 10.22 23.4 ± 12.70 Performance Evaluation of MRC: B. Hourly Annual Maxima of Pearson International Airport, Toronto References • Nonstationary GEV (Cheng et al., 2014) • Model I: Nonstationary in location • Model II: Nonstationary in location and scale • Return level estimate   1 exp 1 , , 0 x G x                                 tt 10          0 1 0 1, exp ,t t t t t            1 1 1 , 0; ln 1 pq T p p                     Selection of Best Model for IDF Development Models ξ σ1 σ2 µ1 µ0 AICc Stationary (ML-based) -0.10 2.94 10.15 -85.53 Model I (50th percentile) -0.21 6.46 0.09 6.84 -101.79 Model II (50th percentile) 0.05 -0.0017 1.29 -0.01 11.54 -86.24 (ML) Table: Selection of best fitted GEV distribution for 2-hour annual maximum rainfall IDF Curves for Toronto International Airport (1950-2012) Conclusions and Future Work Conclusions  Nonstationary trends are prominent in hourly annual maximum rainfall  Nonstationary GEV models simulate extremes better than stationary models  Significant difference in return level for short duration rainfall intensity at 2-year return period.  The uncertainty in return level estimates grows higher with increase in return periods. Future Work  Develop IDF using nonstationary method for current and projected time period  Compare difference in return level estimates in stationary and nonstationary models during current and projected time periods Acknowledgement  Primary Funding Source: NSERC Canadian FloodNet  Special thanks to Toronto Region Conservation Authority (TRCA) and Essex Region Conservation Authority (ERCA) for sharing hourly rainfall data. The daily rainfall data is downloaded from Environment Canada website. • M. G. Donat, A. L. Lowry, L. V. Alexander, P. A. O’Gorman, N. Maher, Nat. Clim. Change. 6, 508–513 (2016). • J. Lehmann, D. Coumou, K. Frieler, Clim. Change. 132, 501–515 (2015). • “City of Windsor: Climate change adaptation plan” (2012), pp. 1–21. • T.F. Stocker et al. IPCC AR5 Working Group I: Phys. Sci. Basis, 1535 (2013). • J. Olsson, Hydrol. Earth Syst. Sci. Discuss. 2, 19–30 (1998). • L. Cheng, A. AghaKouchak, Sci. Rep. 4 (2014), doi: 10.1038/srep07093. Table: Model performance for daily to hourly and daily to sub-hourly rainfall disaggregation (2010 – 2013)