Extreme rains and their risks

Between rain and flood, between time and terrain, between yesterday and tomorrow

Rain intensities (per hour) for three different time periods, for a return period of 25 years, in the Nahal Tzin area, in the Negev, as calculated from meteorological radar data. A red asterisk marks the Sde Boker station. From Yair Rinat's doctoral thesis, 2020
Rain intensities (per hour) for three different time periods, for a return period of 25 years, in the Nahal Tzin area, in the Negev, as calculated from meteorological radar data. A red asterisk marks the Sde Boker station. From Yair Rinat's doctoral thesis, 2020

The phenomenon of extreme rains is at the center of the research of Prof. Efrat Morin from the Institute of Earth Sciences at the Hebrew University of Jerusalem, and the students in her group. Extreme rains can endanger lives and cause a lot of damage, such as floods, landslides, and more. These phenomena occur everywhere in the world. Understanding the spatial and temporal scale in which extreme rains operate may help to prepare appropriately, which will enable saving lives and reducing damage.What is the question? How to use the area dimension and rain data from remote sensing, to understand the extreme rains and their risks?

The risk rate of the extreme rains is defined by the probability that an event of a given scope (at least) will occur, and to describe the risk rate it is customary to use the concept of "return period". For example, if in the area of ​​the coastal plain there is a 1% probability that in a given year there will be an event of at least 50 mm falling for one hour, because then it is customary to say that the return period is 100 years - on average every 100 years an event of this type will occur. In this example, the time period This is an hour, but it may vary depending on the phenomenon under study, for example, in the case of urban flooding, the relevant time period will be a few minutes, and in the case of a flood In a river such as the Yarkon, the appropriate duration will be hours, and perhaps even days. For example, there are several dozen rain stations.

Rain intensity-duration-frequency graphs for the Zichron Ya'akov station: each curve corresponds to a certain duration (listed next to the curve). The circles and dots are data obtained from the station and the region respectively, and the line represents the distribution that was adjusted to the data and expresses the relationship between the return period

In this conventional description one important factor is missing - the area. The standard analysis represents rain points (stations), and there is no consideration of the area covered by the rain. But in order to understand phenomena such as those that this research focuses on, it is important to know what the area that the rain covers is. For example, the catchment basin of a stream with an area of ​​1000 square kilometers. If an extreme rain event occurs but the area covered by the rain is small, for example one square kilometer, a major flood will probably not occur in the stream. On the other hand, if the same intensity of rain covers a considerable area of ​​the 1,000 square kilometers of the Hikva basin, a powerful and unusual flood may occur.

This is precisely the importance of this study, in which Prof. Morin and her team, in collaboration with Francesco Mara and other research partners, and with the assistance of a research grant from the National Science Foundation, propose to expand the existing analysis, which only refers to the intensity of the rain, its duration and frequency; and add the area to it as well, so that the spatial factor will also be included in the analysis. For this purpose, they use rain data obtained by remote sensing - for example, a meteorological radar, which allows receiving high-resolution rain data - as well as advanced statistical analysis methods. The researchers plan to identify for each Hikva basin the appropriate area and extension, so that the frequency of the rains will also express the frequency of Floods in the Hikva basin.

Heavy rain and lightning storms illustration: depositphotos.com
Heavy rain and lightning storms Illustration: depositphotos.com

The research led by Prof. Morin is ongoing these days. In the first phase of the research, the database was established that included rain intensities from the radar of the meteorological service in Beit Dagan. After that, a new statistical method was developed that would allow the calculation of frequencies to match the radar data, which has a limited number of years of data.

In fact, this new method also shows good results for data obtained from rain stations. In the future, the research team plans to calculate the rain in different areas and for different durations, for each pixel in the space, and to use the statistical method it developed. Finally, the team plans to identify for each Hikva basin the area and extension suitable for it so that the frequency of rains will also reflect the frequency of floods in the Hikva basin. That is, rain that will be defined as "rare" for the duration and area that will be identified for a certain catchment basin, will be identified with the possibility of creating a rare flood in that basin. Continue and the area to be chosen is related to the nature of the hydrological response. Thus, for example, in the Hikva basin where there is a rapid creation of surface runoff (e.g. in a built-up area) the continuation will be short, compared to the Hikva basins where there are natural areas with dense vegetation that slows down the creation of runoff and flow, where the continuation will be relatively long. The area is related to the size of the catchment basin but also to other features of the surface and the rainstorms.

Rain intensity-duration-frequency graphs for the Zichron Ya'akov station: each curve corresponds to a certain duration (listed next to the curve). The circles and dots are data obtained from the station and the region respectively, and the line represents the distribution that was adjusted to the data and expresses the relationship between the return period
Rain intensity-duration-frequency for the Zichron Ya'akov station: each curve corresponds to a certain duration (listed next to the curve). The circles and dots are data obtained from the station and the region respectively, and the line represents the distribution that was adjusted to the data and expresses the relationship between the return period

Life itself:

Prof. Efrat Morin

In her spare time (which is relatively little), Prof. Maureen likes to go on hikes in beautiful places, throughout Israel, and in other parts of the world.

More of the topic in Hayadan:

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