桥梁拉索钢丝腐蚀疲劳失效过程的近场动力学模拟

A PERIDYNAMIC SIMULATION OF CORROSION-FATIGUE FAILURE IN BRIDGE CABLE WIRES

  • 摘要: 桥梁高强钢丝在服役期间易受腐蚀-疲劳耦合效应影响。鉴于传统连续介质力学在处理裂纹等位移不连续问题以及多场耦合建模方面的局限性,该文采用多场耦合的近场动力学建模方法,构建了高强钢丝腐蚀疲劳的数值分析模型,以模拟钢丝腐蚀疲劳失效的全过程,并深入探究恒电位、应力幅和加载频率对腐蚀疲劳行为与破坏形态的影响。研究结果表明:所建立的模型能够精准模拟钢丝腐蚀疲劳失效全过程,数值分析得到的裂纹扩展模式、破坏形态与试验结果高度一致;不同恒电位会导致不同的腐蚀疲劳寿命与破坏形态,当恒电位超过−550 mVSCE时,结构的腐蚀疲劳寿命显著下降;在腐蚀与疲劳的耦合作用下,即使在较小的应力幅下,钢丝也会在较短的时间内发生腐蚀疲劳破坏;不同恒电位下钢丝的S-N曲线仍符合Basquin公式的特征,恒电位会显著影响S-N曲线在对数坐标下的斜率和截距;加载频率对钢丝的腐蚀疲劳寿命有显著影响,加载频率与应力幅较低时,腐蚀的影响更为突出;恒电位、应力幅和加载频率共同决定腐蚀与疲劳的耦合效应,在钢丝腐蚀疲劳寿命评估中应考虑腐蚀疲劳耦合作用的影响。

     

    Abstract: High-strength steel wires used in bridges are susceptible to corrosion-fatigue coupling during service. Traditional continuum mechanics faces challenges in accurately modeling discontinuities such as cracks and in capturing multi-field coupling effects. This study develops a peridynamics-based numerical model for the corrosion-fatigue analysis of steel wires, investigating the effects of constant potential, of stress amplitude and, of loading frequency on corrosion-fatigue behavior and fracture morphology. The results demonstrate that the model proposed effectively simulates the entire corrosion-fatigue failure process of steel wires. The predicted crack propagation patterns and fracture morphologies closely align with experimental observations. The corrosion-fatigue life and fracture morphology vary with constant potential, with a critical potential threshold −550 mVSCE significantly reducing service life. Even at low stress amplitudes, rapid failure can occur due to the corrosion-fatigue interaction. The S-N curves under different constant potentials conform to the Basquin formula, and constant potentials significantly influence both the slope and intercept in logarithmic coordinates. The loading frequency significantly affects the corrosion fatigue life of steel wires. When the loading frequency and stress amplitude are low, the impact of corrosion is more pronounced. For accurate life assessment, the combined effects of corrosion and fatigue must be considered, as these three factors collectively determine the coupling effect.

     

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