A numerical model for the scattering of elastic waves from a non-axisymmetric defect in a pipe
Author:
Publisher
Elsevier BV
Subject
Applied Mathematics,Computer Graphics and Computer-Aided Design,General Engineering,Analysis
Reference28 articles.
1. Efficient computation of wave propagation along axisymmetric pipes under non-axisymmetric loading;Heidary;Finite Elem. Anal. Des.,2014
2. Finite element simulation of ultrasonic wave propagation in pipe and pressure vessel walls;Galdos;Finite Elem. Anal. Des.,1990
3. Defect detection in pipes using guided waves;Lowe;Ultrasonics,1998
4. Multiscale finite element analysis of elastic wave scattering from localized defects;Casadei;Finite Elem. Anal. Des.,2014
5. A generalized approach for efficient finite element modelling of elastodynamic scattering in two and three dimensions;Velichko;J. Acoust. Soc. Am.,2010
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2. A computationally efficient hybrid model to study ultrasonic wave propagation in long pipes with defects;Archive of Applied Mechanics;2023-03-21
3. Rapid Analysis of Ultrasonic Waves Reflected from Circumferential Cracks in a Pipe Based on a Rigorous Analytical Theory and Distributed Devices;2023
4. Efficient finite element modelling of guided wave scattering from a defect in three dimensions;Nondestructive Testing and Evaluation;2022-12-28
5. Time domain numerical modelling of guided wave excitation in fluid-filled pipes;Finite Elements in Analysis and Design;2022-11
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