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Guided wave propagation in pipes with viscoelastic coatings.

机译:导波在具有粘弹性涂层的管道中的传播。

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摘要

This work studies the propagation of ultrasonic guided waves in multi-layer structures, including pipe and tubing coated with viscoelastic materials. The principal motivation of the work is to achieve the ultimate goal of using guided waves for performing a non-destructive inspection of pipe and tubing. The viscoelastic coatings that are often used for corrosion control on these structures severely attenuate the propagation of guided waves, making inspection difficult or impossible in some cases. A theoretical boundary value problem is developed that describes the guided wave propagation in multi-layer plate and hollow cylinder structures for the purpose of finding guided wave modes that propagate in these coated structures with little or no attenuation. The model uses a matrix technique for generating the dispersion equation that solves the boundary value problem for a system of an arbitrary number of plates or hollow cylinders. A numerical solution technique using functional minimization is developed for producing the phase velocity, group velocity and attenuation dispersion curves that describe the guided wave propagation. The attenuation dispersion curves show some guided wave modes that propagate with little or no attenuation in a coated structure. A number of numerical results are displayed to verify the accuracy of the numerical solution and to evaluate the effect of different coating materials and thickness. Experimental results are produced to evaluate the accuracy of the numerical solution in both multi-layer plate and hollow cylinder structures. Recommendations are made for selecting the proper low attenuation modes for carrying out an inspection of coated pipe and tubing.
机译:这项工作研究了超声波在多层结构中的传播,包括涂有粘弹性材料的管道。这项工作的主要目的是实现使用导波对管道进行无损检查的最终目标。通常用于控制这些结构的腐蚀的粘弹性涂层会严重削弱导波的传播,从而在某些情况下使检查变得困难或不可能。提出了一个理论上的边界值问题,该问题描述了在多层板和中空圆柱结构中的导波传播,目的是寻找在这些涂层结构中传播很少或没有衰减的导波模式。该模型使用矩阵技术生成色散方程,该方程解决了任意数量的板或空心圆柱体系统的边值问题。开发了使用函数最小化的数值解技术,以生成描述导波传播的相速度,群速度和衰减色散曲线。衰减色散曲线显示出一些导波模式,这些波在涂层结构中传播时几乎没有衰减。显示大量数值结果,以验证数值解决方案的准确性并评估不同涂层材料和厚度的影响。产生实验结果以评估多层板和空心圆柱结构中数值解的准确性。提出了选择适当的低衰减模式以进行涂层管道检查的建议。

著录项

  • 作者

    Barshinger, James Norman.;

  • 作者单位

    The Pennsylvania State University.;

  • 授予单位 The Pennsylvania State University.;
  • 学科 Applied Mechanics.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 228 p.
  • 总页数 228
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 应用力学;
  • 关键词

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