journal article·2024-12-28Open access

Non-Destructive Testing for Evaluation of Young’s Modulus by Using Free Vibration Response of Composite Materials

Mirela-Roxana Apsan, Ana-Maria Mitu, Catalin-Andrei Neagoe, Nicolae Pop, Tudor Sireteanu

Applied Sciences· Volume 15· Issue 1

Abstract

This article presents a non-destructive method, based on the response to free vibrations, which can be used with efficiency and reliability to determine the Young’s modulus of polymer composite materials reinforced with natural or synthetic fibers. The non-destructive tests are carried out by measuring the frequencies of bending free vibrations of cantilever beams with additional masses. By using inverse methods, the experimental values of elasticity modulus E are assessed and validated by numerical simulation, using the finite element method (FEM). For FEM modeling, the materials are considered linear, homogeneous, isotropic, and viscoelastic.
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Research context

OpenAlex topics: Structural Health Monitoring Techniques · Ultrasonics and Acoustic Wave Propagation · Optical measurement and interference techniques

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

Affiliations

Institute of Solid Mechanics of the Romanian Academy, 010141 Bucharest, Romania

Department of Strength of Materials, National University of Science and Technology POLITEHNICA Bucharest, 060042 Bucharest, Romania

References (27)

Show source-provided references
1. Liu, M., and Zhao, X. (2020, January 4–6). Overview of Non-destructive Testing of Composite Materials. Proceedings of the 2020 3rd World Conference on Mechanical Engineering and Intelligent Manufacturing (WCMEIM), Shanghai, China.
2. Numerical simulation and experimental validation of ratchetting deformation of short fiber-reinforced polymer composites10.1016/j.compositesb.2023.110974 ↗
3. Cicco, D.D., and Taheri, F. (2018). Use of a Simple Non-Destructive Technique for Evaluation of the Elastic and Vibration Properties of Fiber-Reinforced and 3D Fiber-Metal Laminate Composites. Fibers, 6.10.3390/fib6010014 ↗
4. Characterization of anisotropic materials using a non-destructive free vibration method
5. Non-destructive testing and evaluation of composite materials/structures: A state-of-the-art review10.1177/1687814020913761 ↗
6. Meola, C. (2020). Nondestructive Testing in Composite Materials. Appl. Sci., 10.10.3390/app10155123 ↗
7. Mitu, A.M., Sireteanu, T., Pop, N., Chis, L.C., Maxim, V.M., and Apsan, M.R. (2023). Numerical and Experimental Study of the Fatigue Behavior for a Medical Rehabilitation Exoskeleton Device Using the Resonance Method. Materials, 16.10.3390/ma16031316 ↗
8. Analytical and experimental assessment of degrading structures dynamic behavior
9. Nguyen, D.H., Ho, L.V., Bui-Tien, T., De Roeck, G., and Wahab, M.A. (2020). Damage evaluation of free-free beam based on vibration testing. Appl. Mech., 142–152.10.3390/applmech1020010 ↗
10. Vibration analysis of cracked composite laminated plate and beam structures
11. Partial-Model-Based Damage Identification of Long-Span Steel Truss Bridge Based on Stiffness Separation Method10.1155/2024/5530300 ↗
12. Stiffness Separation Method for Reducing Calculation Time of Truss Structure Damage Identification10.1155/2024/5171542 ↗
13. Parameter identification of beam bridges based on stiffness separation method10.1016/j.istruc.2024.107001 ↗
14. Flexural Vibration Test Method for Determining the Dynamic Elastic Modulus of Full-Size Strawboards for Use in Transportation Framed Cases10.15376/biores.19.2.3149-3163 ↗
15. Identification of mechanical parameters of fiber reinforced composites by frequency response function approximation method
16. Gillich, G.R., Praisach, Z.I., Wahab, M.A., Gillich, N., Mituletu, I.C., and Nitescu, C. (2016). Free Vibration of a Perfectly Clamped-Free Beam with Stepwise Eccentric Distributed Masses. Shock Vib., 2086274.10.1155/2016/2086274 ↗
17. Practical techniques for the vibration method with additional mass: Effect of specimen moisture content10.1007/s10086-017-1653-0 ↗
18. Itu, C., Scutaru, M.L., and Vlase, S. (2024). The Quick Determination of a Fibrous Composite’s Axial Young’s Modulus via the FEM. Appl. Sci., 14.10.3390/app14156630 ↗
19. Itu, C., Scutaru, M.L., and Vlase, S. (2024). Elastic Constants of Polymeric Fiber Composite Estimation Using Finite Element Method. Polymers, 16.10.3390/polym16030354 ↗
20. Stiffness prediction of short fiber reinforced composites10.1016/j.ijmecsci.2019.105068 ↗
21. Constitutive Relation, Deformation, Failure and Strength of Composites, Reinforced with Continuous/Short Fibers or Particles10.1016/j.compstruct.2020.113279 ↗
22. Elastic moduli for a rectangular fibers array arrangement in a two phases composite
23. Young’s modulus and Poisson ratio of composite materials: Influence of wet and dry storage10.4012/dmj.2019-165 ↗
24. Experimental and numerical investigation of heat evolution inside the autoclave for composite manufacturing
25. Singleton, T., Saeed, A., Strawbridge, L., and Khan, Z. (2024). Finite Element Analysis of Manufacturing Deformation in Polymer Matrix Composites. Materials, 17.10.3390/ma17102228 ↗
26. Finite element analysis of viscoelastic composite structures based on a micromechanical material model10.1016/j.commatsci.2008.02.026 ↗
27. Optimal Caughey series representation of classical damping matrices10.1016/j.soildyn.2016.10.028 ↗