首页> 外文会议>International ocean and polar engineering conference;International Society of Offshore and Polar Engineers >An effective time-domain approach for prediction of vortex-induced vibrations in a 2D plane
【24h】

An effective time-domain approach for prediction of vortex-induced vibrations in a 2D plane

机译:一种有效的时域方法,用于预测2D平面中的涡激振动

获取原文

摘要

Although there are a great many researches on vortex-induced vibrationof a rigid cylinder either only in 1 DOF or 2 DOF, the problem stillexists that the good accuracy by CFD method is often time consumingbut solution by many algorithms of semi-empirical method are notaccurate enough for the low mass ratio systems. A new time-domainapproach is developed for vortex-induced vibrations prediction ofsingle cylinder strip in a 2D plane, including the cross-flow and the inlineoscillation. The governing equation was established by classictheoretical derivation, where the intrinsic behavior of self-excitationand self-limitation is involved. The early proposed frequencyrelationship of vortex-excitation in synchronization is applied withlocal modifications by experimental measurements, through which thevortex shedding characteristics could be identified as well as theregimes of responding branches. Through comparison with publishedexperimental observations, the solutions have the capability ofreproducing important quantities such as the peak amplitudes, thetrajectories in crescent-shape and 8-shape, etc. This approach canprovide not only accurate but effective solution with the timeconsumingless than 10 seconds in steady current. It is a great enhancecompared to the CFD simulations in tens of hours.
机译:尽管有很多关于涡旋振动的研究 刚度为1 DOF或2 DOF的刚性圆柱体,问题仍然存在 存在通过CFD方法获得好的精度通常很费时的情况 但是用半经验方法的许多算法都不是解决方法 对于低质量比的系统足够准确。新的时域 开发了一种方法来预测涡流引起的振动 2D平面中的单个圆柱带,包括错流和直列 振荡。控制方程是由经典建立的 理论推导,其中自激的内在行为 和自我限制。早期建议的频率 同步中的涡激激励关系适用于 通过实验测量进行局部修改,通过 可以确定涡旋脱落特征以及 响应分支机构。通过与已发表的比较 实验观察,解决方案具有 复制重要的量,例如峰值幅度, 新月形和8形等轨迹。这种方法可以 提供耗时的不仅准确而且有效的解决方案 稳定电流小于10秒。这是一个很大的增强 与CFD模拟相比,需要数十个小时。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号