EI、Scopus 收录
中文核心期刊

细长柔性悬臂管道涡激振动响应特性数值研究

Numerical study on response characteristics of vortex-induced vibration of a long, flexible cantilevered pipe.

  • 摘要: 基于尾流振子模型,对末端带有集中质量块的柔性悬臂管道涡激振动响应特性进行了数值研究,研究过程中考虑了三种不同的流剖面:线性剪切、指数剪切、以及真实阶梯流剖面。首先建立了柔性悬臂管道结构振子和尾流振子之间的耦合模型;紧接着基于二阶精度中心差分格式对耦合模型先离散后迭代进行求解;最后系统地分析了三种流剖面下结构的振动位移、振动频率等响应特性。数值计算结果表明:不同流剖面下柔性悬臂管道涡激振动响应特性存在较大差异。线性剪切流以及指数剪切流下柔性悬臂管道涡激振动位移响应最大值均出现在管道末端,而真实阶梯流下结构振动位移响应最大值并不出现在结构末端;三种不同流剖面下结构振动主导模态阶数非常接近;线性剪切流下悬臂管道涡激振动频率能量分布较为集中,呈“簇状峰”模式振动,结构振动呈准周期特征;而指数剪切流和真实阶梯流下悬臂管道涡激振动频率能量分布非常分散,呈宽带分布,结构振动表现出混乱特征。

     

    Abstract: The vortex-induced vibration (VIV) response characteristics of a flexible cantilever pipe with a concentrated mass block at the end are numerically investigated based on the wake oscillator model under three different flow profiles: linear shear flow, exponential shear flow, and real stepped flow profile. First, a coupling model between the structural oscillator of the flexible cantilever pipe and the wake oscillator is established. Then, the coupling model is discretized using the second-order central difference scheme and solved iteratively. Finally, the vibration displacement, vibration frequency, and other response characteristics of the structure are systematically analyzed under the three different flow profiles. The numerical results indicate that the vortex-induced vibration (VIV) response characteristics of a flexible cantilevered pipe exhibit significant variations under different flow profiles. Under linear shear flow and exponential shear flow, the maximum displacement response of the flexible cantilevered pipe occurs at the free end, whereas under the real stepped flow profile, the maximum displacement response does not appear at the pipe’s free end. The dominant modal order of structural vibration remains nearly identical across all three flow profiles. In the case of linear shear flow, the VIV frequency energy distribution is highly concentrated, presenting a “clustered peak” pattern with quasi-periodic characteristics. Conversely, under exponential shear flow and real stepped flow, the VIV frequency energy distribution becomes more dispersed, exhibiting a broadband spectrum and chaotic vibration behavior.

     

/

返回文章
返回