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A framework for probabilistic assessment of clear-water scour around bridge piers

机译:桥墩周围清水冲刷概率评估的框架

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摘要

Scouring at the base of bridge piers is the major cause of bridge collapses worldwide. Computing the scour risk of bridge foundations is therefore key for a correct management and allocation of resources for maintenance and scour mitigation works. Existing risk-assessment models compute the vulnerability of bridge foundations to scour by comparing the equilibrium scour depth associated with peak-flow discharges characterized by a given return period (usually of 100–200 years) with the critical foundation depth of the bridge. This approach neglects completely the history-dependent and time-dependent nature of scour. Yet, it is well known that bridge collapses can often be induced by the accumulation of scour during multiple flood events. This study aims at developing a novel probabilistic framework for the computation of bridge-pier vulnerability to scour using a Markovian approach to account for memory effects in scour development. The paper focuses on the case of local pier scour occurring in clear-water conditions whereby cumulative effects are significant, well understood and known to be the cause of recent reported bridge collapses. A simplified numerical example consisting of an idealised bridge pier in a canal is considered to clarify the application of the proposed framework and to shed light on the effects of some assumptions introduced to simplify the probabilistic scour assessment.
机译:桥墩底部的冲刷是全世界桥梁倒塌的主要原因。因此,计算桥梁基础的冲刷风险对于正确管理和分配用于维护和减轻冲刷的资源至关重要。现有的风险评估模型通过比较与峰值流量相关的平衡冲刷深度(以给定的返还期(通常为100-200年)为特征)与桥梁的临界基础深度来计算桥梁基础冲刷的脆弱性。这种方法完全忽略了冲刷的历史依赖和时间依赖性质。然而,众所周知,桥梁的倒塌通常是由多次洪水事件期间的冲刷积聚引起的。这项研究的目的是开发一种新颖的概率框架,用于计算马尔可夫方法在冲刷过程中的记忆效应,从而计算冲刷桥式冲撞的脆弱性。本文着重于在清水条件下发生的局部桥墩冲刷的情况,在该情况下,累积影响是显着的,众所周知的并且是最近报道的桥梁倒塌的原因。一个简化的数值示例由一个理想的运河桥墩组成,被认为是为了阐明所提出的框架的应用并阐明为简化概率冲刷评估而引入的一些假设的影响。

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