1. The 50- and 100-year Exceedance Probabilities as New and Convenient Statistics for a Frequency Analysis of Extreme Events: An Example of Extreme Precipitation in Israel.
- Author
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Osetinsky-Tzidaki, Isabella and Fredj, Erick
- Subjects
FLOOD damage ,RAINFALL ,METEOROLOGICAL services ,DATA libraries ,EXTREME value theory ,PROBABILITY theory ,FLOODS - Abstract
The misinterpreted statistics of extreme events' probability in drainage design codes can lead to an insufficient capacity of drainage systems. This is one of the main factors of frequent floods, especially in coastal cities. Heavy rainfalls, the so-called "1-in-50-year" or "1-in-100-year" events followed by floods, may occur there every 2–3 years. We hope to contribute to the correct understanding of extreme events' statistics. To achieve this goal, we first recall the technique of calculating the exceedance probability of the extreme event over a period of years. Then, to illustrate the theoretical results (among which is the well-known 63.2% minimal exceedance probability over a period of N years for an event with a 1/N annual exceedance probability), we use the rainfall intensity data archived at the Israel Meteorological Service for 1938–2021. We estimate their exceedance probabilities over periods of 50 and 100 years and offer the latter as convenient measures for comparative analysis of the intensity of extreme events. These illustrations highlight the importance of considering return periods that are significantly longer than the 50- or 100-year periods currently used in drainage design, to reduce the risk of flooding and damage caused by heavy rainfalls. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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