Evaluating the cost of failure risk: A case study of the kang-wei-kou stream diversion project

Chung Yuan Liang, Yuan Heng Wang, Gene Jiing Yun You, Po Chun Chen, Emilie Lo

Research output: Contribution to journalArticlepeer-review

Abstract

For water resource engineering projects, some potential risks that are unclear and difficult to investigate are the most crucial problem for engineers. This study presents a unique case of unknown risks, the Kang-Wei-Kou (KWK) Diversion project, which collapsed due to an unexpected hydraulic jump resulting from uneven regional rainfall. We used HEC-RAS incorporating Monte Carlo simulations for analyzing the potential risks to the original design of the KWK Diversion, concerning boundary conditions. An extreme value type I distribution was selected as the form of probability density function (PDF) to upstream discharge, whereas a normal distribution was selected as the form of PDF to downstream water depth, as boundary conditions. Applying the Monte Carlo method, the analysis revealed that the probability of failure was 7.5%, which was non-negligible and should have been considered in the design plan. This case study indicates that overlooking downstream conditions can lead a major facility to fail, and a stochastic analysis could be a way to find out potential risks. We also applied the cost–benefit analysis to review whether the design plans were appropriately estimated with careful risk based consideration.

Original languageEnglish
Article number2881
JournalWater (Switzerland)
Volume13
Issue number20
DOIs
StatePublished - Oct 1 2021
Externally publishedYes

Funding

Funding: This research was funded by Ministry of Science and Technology, Taiwan (MOST 108-2625-M-008-007-) and the Water Resources Agency, Taiwan (MOEAWRA1050438).

FundersFunder number
Water Resources AgencyMOEAWRA1050438
Ministry of Science and Technology, Taiwan108-2625-M-008-007-

    Keywords

    • Cost– benefit analysis
    • Hydraulic failure
    • Monte Carlo simulations
    • Risk management
    • Stochastic analysis

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