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Dynamic Response of an End-Supported Pontoon Bridge due to Wave Excitation: Numerical Predictions versus Measurements

机译:波激励引起的终端支撑的浮桥桥的动态响应:数值预测与测量

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Herein, numerical predictions of the dynamic response of an existing floating pontoon bridge are compared with the measured dynamic response. Hydrodynamic coefficients that describe the fluid-structure interaction and the wave transfer functions are obtained by applying linear potential theory. The results obtained from the hydrodynamic analysis are combined with a beam model of the bridge in a finite element method (FEM) framework to enable stochastic response prediction through the power spectral density method. The standard deviations of the predicted accelerations are compared with the standard deviations of the measured accelerations, and the overall quality of the prediction model is discussed. Predictions with sea states related to the serviceability limit state (SLS) and ultimate limit state (ULS) conditions used in design of the bridge are emphasized. To investigate the behaviour more in depth, a measurement segment is chosen and predictions of the displacement response power spectral density due to excitation characterized by the recorded sea surface elevation are compared with those obtained from the corresponding response measurements. A decent agreement is obtained for both cases when using the model as it is and with waves as the only excitation source, but significant discrepancies are present, in particular, for the torsional components. By including preliminary contributions from wind action and relying on a model optimized against measured modal parameters, a satisfactory agreement is obtained. The effect on the response of an uncertain structural damping is also quantified and concluded to be significant within realistic damping levels.
机译:这里,将现有浮动浮桥桥的动态响应的数值预测与测量的动态响应进行了比较。通过施加线性电位理论获得描述流体结构相互作用和波传递函数的流体动力系数。从流体动力学分析获得的结果与有限元方法(FEM)框架中的桥梁的光束模型组合,以通过功率谱密度方法实现随机响应预测。将预测加速度的标准偏差与测量加速度的标准偏差进行了比较,并且讨论了预测模型的整体质量。强调了与桥梁设计中使用的可维护性极限状态(SLS)和最终限制状态(ULS)条件的海州的预测。为了更深入地研究行为,将选择测量段,并且与从相应的响应测量获得的那些将引起的位移响应功率谱密度的预测与记录的海面升高的激励进行了比较。在使用模型时,在使用模型时和波浪作为唯一激励源的波浪的情况下获得了体面的协议,但特别是对于扭转组件存在显着的差异。通过包括从风力行动的初步贡献并依赖于针对测量模态参数优化的模型,获得了令人满意的协议。还量化了对不确定结构阻尼的响应的影响,并且结论是在现实阻尼水平范围内具有重要意义。

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