首页> 外文会议>1997 ASME design engineering technical conferences (DETC'97) >A FEEDFORWARD CORRECTION METHOD FOR MULTI-SHAKER EXCITATION SYSTEM IN SINE TESTING
【24h】

A FEEDFORWARD CORRECTION METHOD FOR MULTI-SHAKER EXCITATION SYSTEM IN SINE TESTING

机译:正弦测试中多振动台励磁系统的前馈校正方法

获取原文
获取原文并翻译 | 示例

摘要

In experi ments ai med at structural d yna mics testing, it isrnoften required to precisel y contro l a multi-shake r s yste m inrnorde r to replicate the conditions a machine experiences duringrntypical operation mode. For that purpose one seek s to creat e arnspecifi c pattern of responses or forces motivated b y actualrnmeasured data. Another use of such tuning is f or diagn osticrnpurposes where certain forcing patterns a mplify hidden featuresrnof the dyna mic response. For lightl y-da mped structures that arernnor mally excited b y magnetic or electro- magnetic shakers, thisrntask appears to be di fficult, especiall y when high accurac y isrndesired. The excitation s yste m, under certain conditions,rncreates an inherent feedback bet ween the force and th e responsernand ofte n so me non-linearit y exist in the force path. In thisrnpape r, a s yste matic approach for auto matic tunin g the amplitudernand phase of a multi-shaker in an experi mental s yste m isrndeveloped . The method is particularl y use ful in the presence ofrnfeedback, mild non-linearit y and coupling bet ween the forcernand response. The usual approach is to use a linear mode l andrnto assu med that the non-linearit y is s mall, an approach tha t isrnvalid for identification of slightl y non-linear structures, butrnwhich fails when precise tuning of force s is based on thisrnidentified model. It is therefore suggested to use a generalrnlinearize d model , rathe r than a linear one, so that anyrnirregularities attributed to the non-linearit y can be handled.rnThroughou t the paper so me si mulated and experi mentalrnexa mples of tuning are sho wn. The interaction mechanismrnbet ween the shakers and the structure is discussed and modeledrnand an appropriate strateg y allo wing us to overco me thernde monstrated di fficulties, is presented.
机译:在针对结构动力学测试的实验中,要求精确控制多摇杆系统以复制机器在典型操作模式下所经历的条件。为此,人们试图通过实际测量的数据来创建响应或力的特定模式。这种调整的另一个用途是用于诊断目的,其中某些强制模式会放大动态响应中的隐藏特征。对于通过电磁或电磁振动器无法正常激励的轻型结构,这种工作似乎是困难的,尤其是在需要高精度的情况下。在某些条件下,激励系统会在力与响应和响应之间创建固有的反馈,因此力路径中存在非线性。在这种情况下,开发了一种自动调整实验系统中多振荡器的振幅和相位的系统方法。该方法特别适用于存在反馈,轻度非线性以及力与响应之间存在耦合的情况。通常的方法是使用线性模式,并假设非线性度是有效的,这种方法对于识别微小的非线性结构是有效的,但是当基于力的精确调整时,这种方法会失败。模型。因此,建议使用一般线性化模型,而不是线性模型,这样就可以处理归因于非线性的任何不规则性。讨论了振动器与结构之间的相互作用机理,并进行了建模,并提出了一种适当的策略来克服所显示的困难。

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