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Assessing compound flooding potential with multivariate statistical models in a complex estuarine system under data constraints
Malagon Santos, V.; Wahl, T.; Jane, R.; Misra, S.K.; White, K.D. (2021). Assessing compound flooding potential with multivariate statistical models in a complex estuarine system under data constraints. J. Flood Risk Man. 14(4): e12749. https://dx.doi.org/10.1111/jfr3.12749
Bijhorende data:
In: Journal of Flood Risk Management. Wiley: Oxford. ISSN 1753-318X; e-ISSN 1753-318X, meer
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| Author keywords |
compound flooding; coastal flood risk; copulas; extreme value analysis; multivariate statistical modelling; regression; sensitivity analysis |
| Auteurs | | Top |
- Malagon Santos, V.
- Wahl, T.
- Jane, R.
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| Abstract |
Compound flooding may result from the interaction of two or more contributing processes, which may not be extreme themselves, but in combination lead to extreme impacts. Here, we use statistical methods to assess compounding effects from storm surge and multiple riverine discharges in Sabine Lake, TX. We employ several trivariate statistical models, including vine-copulas and a conditional extreme value model, to examine the sensitivity of results to the choice of data pre-processing steps, statistical model setup, and outliers. We define a response function that represents water levels resulting from the interaction between discharge and surge processes inside Sabine Lake and explore how it is affected by including or ignoring dependencies between the contributing flooding drivers. Our results show that accounting for dependencies leads to water levels that are up to 30 cm higher for a 2% annual exceedance probability (AEP) event and up to 35 cm higher for a 1% AEP event, compared to assuming independence. We also find notable variations in the results across different sampling schemes, multivariate model configurations, and sensitivity to outlier removal. Under data constraints, this highlights the need for testing various statistical modelling approaches, while the choice of an optimal approach remains subjective. |
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