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Ultrasonic guided wave scattering in a plate overlap.
Won-Joon Song1, Joseph L Rose, Jose M Galán
1Research Institute of Industrial Science and Technology, Mechanical and Electrical Engineering Team, Kyung-buk, Pohang, Korea. wjsong@rist.re.kr
Summary
This study explores guided wave scattering in plate overlaps using numerical and experimental methods. Results show Lamb wave nondestructive evaluation is feasible for overlapped and multilayer structures.
Area of Science:
- Structural health monitoring
- Wave mechanics
- Materials science
Background:
- Understanding guided wave propagation and scattering is crucial for structural integrity assessment.
- Plate overlaps and lap joints are common in various engineering structures, posing challenges for inspection.
- Nondestructive evaluation (NDE) methods are needed to assess the condition of these complex joints.
Purpose of the Study:
- To investigate guided wave scattering phenomena in plate overlap regions.
- To numerically and experimentally determine transmission and reflection factors for different guided wave modes.
- To assess the feasibility of Lamb wave-based NDE for overlapped and multilayer structures.
Main Methods:
- Hybrid boundary element-finite element method for numerical scattering calculations.
- Experimental measurements of transmission and reflection factors in steel plate overlaps.
- Parametric studies varying incident modes, frequencies, and overlap lengths.
Main Results:
- Numerical calculations accurately predicted guided wave scattering, including higher mode generation.
- Experimental results showed good agreement with numerical predictions for transmission and reflection factors.
- Both numerical and experimental data confirm the influence of overlap geometry and wave parameters.
Conclusions:
- Guided wave scattering in plate overlaps can be effectively analyzed using hybrid numerical methods.
- Lamb wave NDE is a viable technique for inspecting overlapped and multilayered structures.
- Optimizing wave modes and frequencies enables efficient evaluation of complex joint geometries.