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February 2, 2026Shock and Vibration0 citationsOpen Access

The Effect of Guided Ultrasonic Wave Generation Source on the Generated Wave Field in a Pipe With Viscoelastic Coating: Normal Modes Expansion Method

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BGBehnam GazarzadehPBPezhman Taghipour Birgani

Key Points

  • The research aims to evaluate how different guided ultrasonic wave sources affect wave generation in pipes coated with viscoelastic materials.
  • Utilized normal modes expansion method to analyze wave generation.
  • Introduced a wave excitation source with specific geometric properties into the analysis.
  • Employed semianalytical finite element (SAFE) solutions to integrate into governing expressions.
  • Identified L (0, 2) mode as effective for inspection due to consistent speed.
  • A symmetric wave source configuration prevented the creation of asymmetric modes in the pipe wall.
  • Amplitudes of generated modes were successfully obtained, highlighting the effects of the chosen wave source.

Abstract

By harnessing the potential of guided ultrasonic waves for inspecting long distances, this method offers the opportunity to enhance the speed and precision of structural inspections. This study delves into the outcomes of employing the normal modes expansion method and explores the impact of the guided ultrasonic wave generation source. The investigation revealed that the L (0, 2) mode proved to be suitable for inspection due to its consistent speed across a broad range of frequencies. Afterward, a wave excitation source with defined geometric characteristics was introduced into the analysis. Its influence on the resulting wave field was examined by integrating the semianalytical finite element (SAFE)‐based solutions into the governing expressions through a normal‐mode expansion procedure. Ultimately, the study determined the modes generated in the pipe, along with obtaining the amplitude coefficients of these modes. It was observed that utilizing an axial symmetric wave generation source with a peripheral angle of 360° and a length of 20 mm prevents the generation of asymmetric modes ( L ( n , 2)) in the pipe wall. In this configuration, only the symmetric mode L (0, 2).

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Cite This Study

Gazarzadeh et al. (2026) studied this question.

synapsesocial.com/papers/6980ffb4c1c9540dea812588https://doi.org/10.1155/vib/1290051
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