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GEOG 441 Watershed Systems Precipitation Monday 1/26/2009
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Precipitation Characteristics –Spatial –Temporal Frequency Analysis
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Precipitation Units- Volume (L 3 ) or Depth/Time (L/T) Input in the mass balance Continuous random variable
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Spatial Characteristics Point measurements
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Spatial Characteristics Radar
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Spatial Characteristics Hyetographs
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Temporal Characteristics Intensity –Rate of precip over some period of time Duration Frequency
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Review Histograms Normal distributions Extreme value distributions Cumulative Distributions An example with UNC graduate salaries
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Review Normal distributions mean Std dev
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Annual Rainfall Assumes data follows normal distribution Typically works for annual precipitation data
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Annual Precip Trends
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Annual Rainfall Histograms and Cumulative Distributions
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Different distributions required for shorter time periods
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Exceedance Probabilities [dimensionless], the relative frequency associated with a random variable attaining a value greater than some specified value. For example- calculate probability that annual precipitation in any given year will exceed 1.0 m
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Exceedance Probabilities
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Exceedance Probability 1.Normalize data to a z value 2.Find cumulative probability for a given value (Table A3.2)
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Annual Maxima Takes the highest value for the entire year
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Partial Duration All values above a certain base Closely related to annual values for long return periods Could be more (frequent) or less (infrequent) values than annual maxima for a given threshold
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Partial Duration Series – RDU Airport
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Precipitation Frequency Examples from AZ and NC http://hdsc.nws.noaa.gov/hdsc/pfds/index.html
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Return Period What is the probability of a storm of X magnitude this year? Inverse of exceedance probability T return = (n+1)/m n= # of years of observation m= rank
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Return Period- Washington, DC Data from Table 2.1 plotted
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