首页> 外文会议>World Conference on Non-Destructive Testing >PARAMETERS CHOICE IN ULTRASONIC GUIDED WAVES TESTING OF COMPOSITE PIPES BASED ON TOTAL ENERGY DENSITY
【24h】

PARAMETERS CHOICE IN ULTRASONIC GUIDED WAVES TESTING OF COMPOSITE PIPES BASED ON TOTAL ENERGY DENSITY

机译:基于总能量密度的复合管道超声波引导波测试的参数选择

获取原文

摘要

The paper describes an investigation of the longitudinal guided waves propagation characteristics in composite pipes. The dispersion characteristics were computed on the assumption that the frequency is real number and wavenumber is complex number. The Total Energy Density (TED) amplitude distributions of guided waves and its maximum were obtained and analyzed. Finally, the optimal location, optimal mode and its frequency-thickness products of testing are chose by TED. The results showed that the values of TED of guided waves is larger at inside layer than those at outside layer for two layers composite pipe. TED of the odd order modes has larger values than TED of the even modes. With the change of frequency-thickness products, there have several maximal values and minimal values of TED at inner and outer wall of inside layer. The positions of Maximal TED (MTED) of L(0,1) in around 0.1MHz mm and 0.55 MHz mm, and L(0,2) mode is in around 0.45MHz mm and 1.28 MHz mm, while the value of L(0,3) mode at is about 0.67 MHz mm and L(0,5) mode is at about 1.4MHz mm. Therefore, from energy's point of view, guided waves should be sensitive to the defect in the wall of pipes at the position of larger TED. On the other hand, at the ranges of frequency-thickness products of larger group velocity of each mode, this mode has feeble dispersion, while the other modes have smaller group velocity and stronger dispersion. And in that range, the mode has a larger TED at the wall of pipes. Therefore, at the range of frequency-thickness products of larger group velocity of each mode, using this mode to testing composite pipes should more ideality, the results agree with each other.
机译:本文描述了复合管中纵向引导波传播特性的研究。在假设频率是实数和波数是复数的情况下,计算色散特性。获得并分析引导波的总能量密度(TED)幅度分布及其最大值。最后,通过TED选择了测试的最佳位置,最佳模式及其频率厚度产品。结果表明,对于两层复合管的外层,引导波的TED的值较大。奇数单模式的TED具有比均匀模式的值更大。随着频率厚度产品的变化,内层内部和外壁的TED存在几个最大值和最小值。 L(0,1)的最大TED(MTED)的位置约为0.1MHzmm和0.55MHzmm,L(0,2)模式为约0.45MHzmm和1.28 MHz mm,而L( 0,3)模式为约0.67MHz mm,L(0,5)模式为约1.4mHz mm。因此,从能量的观点来看,引导波应该对管道墙壁的缺陷敏感,以较大的泰德的位置。另一方面,在每个模式的较大群体速度的频率厚度乘积的范围内,该模式具有微弱的色散,而其他模式具有较小的群体速度和更强的分散体。在该范围内,该模式在管道墙上具有较大的泰德。因此,在每个模式的较大群体速度的频率厚度乘积的范围内,使用该模式测试复合管应更加理想,结果彼此一致。

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