Question: Lab Assignment Part B - Recurrence Intervals Data from the chart below was collected at the USGS site and includes the 20 largest discharge events
Lab Assignment
Part B - Recurrence Intervals
Data from the chart below was collected at the USGS site and includes the 20 largest discharge events for Sweetwater Creek at station 02337000 from January 1, 2008 through May 1, 2015, excluding the dramatic 2009 flood (we will learn more about that later). In order to create a flood-frequency graph, you must first calculate the recurrence interval (one is calculated below as an example). A recurrence interval refers to the average time period within which a given flood event will be equaled or exceeded once. To calculate it, first evaluate the rank of the flood, with a 1 going to the highest discharge event and a 20 going to the lowest discharge event. Calculate the recurrence interval using the following equation:
RI = (n+1) m
where, RI = Recurrence Interval (years)
n = number of years of records (in this case, 8)
| m = rank of flood. Peak Discharge Date | Discharge (cubic ft/sec = cfs) | Rank | Recurrence Interval (years) |
| 08/27/2008 | 5,140 | ||
| 03/02/2009 | 2,360 | ||
| 10/13/2009 | 3,290 | ||
| 11/12/2009 | 6,120 | 1 | 9 |
| 12/03/2009 | 2,860 | ||
| 12/10/2009 | 2,170 | ||
| 12/19/2009 | 3,830 | ||
| 12/26/2009 | 2,650 | ||
| 01/25/2010 | 2,500 | ||
| 02/06/2010 | 3,680 | ||
| 03/12/2010 | 3,600 | ||
| 03/10/2011 | 2,350 | ||
| 04/17/2011 | 3,100 | ||
| 02/24/2013 | 2,060 | ||
| 02/27/2013 | 2,190 | ||
| 05/06/2013 | 3,610 | ||
| 12/23/2013 | 3,790 | ||
| 04/08/2014 | 4,170 | ||
| 01/05/2015 | 3,970 | ||
| 04/20/2015 | 2,940 |
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