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15.Development of IDF curve. A 20-year annual maximum series of 15 min, 30 min, min and 120 min storm depths are given in the table below. Determine the average intensities associated with return periods of 5, 10, 25, 50 and 100 years. Assume that extreme value type 1 Gumbel distribution fits the given rainfall series. Plot the curves! Use Excel. (Precipitation (depth) in INCHES) Precipitation (depth) Precipitation (depth) Precipitation (depth) Precipitation (depth) 60 minutes 120 minutes 15 minutes 30 minutes 3.150 1.600 4.100 1.900 3.860 2.200 1.450 1.570 1.370 1.650 1.810 1.440 1.430 1.280 1.360 1440 1.550 1.430 1.520 1.760 1.430 3 210 2.060 1.360 1100 1.165 1.000 1.260 1.310 1.080 1.080 0.970 1.011 106 1.160 1.020 1 130 1.250 1.300 1.100 1.410 1.410 1.220 1.780 1.930 1.561 2.040 2.150 1.620 1671 1.440 1.550 1.020 1.070 1.210 1.270 1.160 1.920 1.571 1.920 1.880 1.731 1.240 1170 1.100 1070 1.701 1.140 3.400
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File Home Page Layout Formulas nsert Data Review View Foxit Store ivotTable Recommended Table Pictures Online Pictures Illust36 37 38 39 Now, Rainfall intensity for different durations in inches/hr 40 15 Minutes Xt-Xavg +KtS 30 Minutes 1 hour 2 Hour59 60 61 The mean and standard deviation for the data for different durations is given as 62 Duration 15 Minutes 63 Mean 64 S

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    (15 marks) 26. For the annual maximum series of 15 min, 30 min, storm depths given in the table below, Determine the average intensities associate with return periods of 5, 10, 25, 50, and 100 years. Assume that extreme value type I Gumbel distribution fits the given rainfall series. Do Not Plot them. Just proved the values. (P = Pmean + Ko) 11 3.321 3.088 Table 2.2. Frequency Factor K for Extreme Value Type Distribution T: (years) 5 10 25...

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