Probabilistic modelling of overflow, surcharge and flooding in urban drainage using the first-order reliability method and parameterization of local rain series:

Søren Thorndahl, Patrick Willems

Publikation: Bidrag til tidsskriftTidsskriftartikelForskningpeer review

85 Citationer (Scopus)

Abstrakt

Failure of urban drainage systems may occur due to surcharge or flooding at specific manholes in the system, or due to overflows from combined sewer systems to receiving waters. To quantify the probability or return period of failure, standard approaches make use of the simulation of design storms or long historical rainfall series in a hydrodynamic model of the urban drainage system. In this paper, an alternative probabilistic method is investigated: the First Order Reliability Method (FORM). To apply this method, a long rainfall time series was divided in rain storms (rain events), and each rain storm conceptualized to a synthetic rainfall hyetograph by a Gaussian shape with the parameters: rain storm depth, duration and peak intensity. Probability distributions were calibrated for these three parameters and used on the basis of the failure probability estimation, together with a hydrodynamic simulation model to determine the failure conditions for each set of parameters. The method takes into account the uncertainties involved in the rain storm parameterization. Comparison is made between the failure probability results of the FORM method, the standard method using long-term simulations, and alternative methods based on random sampling (Monte Carlo Direct Sampling and Importance Sampling). It is concluded that without crucial influence on the modelling accuracy, the First Order Reliability Method is very applicable as an alternative to traditional long-term simulations of urban drainage systems.
OriginalsprogEngelsk
TidsskriftWater Research
Vol/bind42
Udgave nummer1-2
Sider (fra-til)455-466
Antal sider12
ISSN0043-1354
DOI
StatusUdgivet - 31 jul. 2007

Emneord

  • Urban drainage modelling
  • Combined sewer overflow
  • Flooding
  • First order Reliability Method (FORM)
  • Uncertainties
  • Monte Carlo Sampling

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