2018
DOI: 10.1038/sdata.2018.34
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Damage and protection cost curves for coastal floods within the 600 largest European cities

Abstract: The economic assessment of the impacts of storm surges and sea-level rise in coastal cities requires high-level information on the damage and protection costs associated with varying flood heights. We provide a systematically and consistently calculated dataset of macroscale damage and protection cost curves for the 600 largest European coastal cities opening the perspective for a wide range of applications. Offering the first comprehensive dataset to include the costs of dike protection, we provide the underp… Show more

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Cited by 54 publications
(65 citation statements)
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“…Seven cities show risks between 100 and 500 million euros, while the remaining 15 cities' risk stays below 100 million euros. The results for Amsterdam look disproportionate compared to the rest in all cases, but this might be due to a limitation of the cost curve acknowledged by Prahl et al (2018), which underrepresent the role of current defences.…”
Section: Estimating Additional Damage Risks Due To Sea-level Rise In mentioning
confidence: 87%
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“…Seven cities show risks between 100 and 500 million euros, while the remaining 15 cities' risk stays below 100 million euros. The results for Amsterdam look disproportionate compared to the rest in all cases, but this might be due to a limitation of the cost curve acknowledged by Prahl et al (2018), which underrepresent the role of current defences.…”
Section: Estimating Additional Damage Risks Due To Sea-level Rise In mentioning
confidence: 87%
“…Aiming to contribute to the discussion initiated by Prahl et al (2018), we have combined deterministic damage curves for coastal flooding with relative probabilistic SLR for three emission scenarios (Kopp et al 2014). This gives us the probabilistic distribution of the additional damages due to SLR for each scenario and point in time for 600 European cities, which are necessary to obtain the damage distributions, understand the shape of its tail and calculate the ES (95%).…”
Section: Modelling Risk Measuresmentioning
confidence: 99%
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