Journals / Engineering Sciences / 2018 / Cilt: 13 Sayı: 3

EFFECT OF ORIENTATION ANGLES ON VIBRATION PROPERTIES AT CARBON FIBER REINFORCED POLYMERIC COMPOSITES

Pages
180–189
Publication Date
2018-07-23
DOI
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AI Summary & Key Takeaways

AI Insight
⚡ TL;DR(Too Long; Didn't Read)

Also, composite specimens with orientation angles (0°)4 have the highest natural frequencies and lowest damping ratios. (45°, -45°)S, the natural frequency values were the lowest while the damping ratio values were found to be the highest.

📌 3 Key Takeaways

🎯
Objective & Hypothesis:In this study, composite plates with dimensions of 300x300mm were produced by VARTM (Vacuum Assisted Resin Transfer Molding) method using unidirectional carbon fiber fabrics.
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Key Findings & Data:The composite plates were produced symmetrically at four different orientations ((0°)4,(60°/-30°)S,(45°/-45°)S, (0°/90°)S) and four layered.
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Conclusion & Impact:Also, composite specimens with orientation angles (0°)4 have the highest natural frequencies and lowest damping ratios. (45°, -45°)S, the natural frequency values were the lowest while the damping ratio values were found to be the highest.
🔬Design:Research Article
📍Scope:Comprehensive Sample
⚙️Variables:Laminated Composite Structure · Damding Ratio · Fiber Orientation Angle

Özet

In this study, composite plates with dimensions of 300x300mm were produced by VARTM (Vacuum Assisted Resin Transfer Molding) method using unidirectional carbon fiber fabrics. The composite plates were produced symmetrically at four different orientations ((0°)4,(60°/-30°)S,(45°/-45°)S, (0°/90°)S) and four layered. Required specimens according to three-point bending and vibration tests related ASTM standards for were cut from produced plates. The maximum flexural stresses of the specimens were determined by performing three-point bending tests. Free vibration tests under fixed-free boundary conditions were performed to determine their natural frequencies and damping ratios. As a result of the tests, specimens with (0°)4 directional angles were found to have the highest bending strength. Also, composite specimens with orientation angles (0°)4 have the highest natural frequencies and lowest damping ratios. (45°, -45°)S, the natural frequency values were the lowest while the damping ratio values were found to be the highest.

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Cite This Article

AYDIN, M. R., GÜNDOĞDU, Ö., KAYA, B., BAYRAKTAR, G., AKSUOĞLU, O. K., HOTUNLU, O. (2018). EFFECT OF ORIENTATION ANGLES ON VIBRATION PROPERTIES AT CARBON FIBER REINFORCED POLYMERIC COMPOSITES. Engineering Sciences, Cilt: 13 Sayı: 3, 180–189. https://ajindex.com/articles/986269

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References (15)

  1. Treviso, A., Genechten, B.V., Mundo, D., and Tournour, M., (2015). Damping in Composite Materials: Properties and Models. Composites Part B, 78, pp:144-152
  2. Chung, D., (2003). Structural Composite Materials Tailored for Damping. J Alloys Compd, 355, pp:216-223
  3. Ni, R. and Adams, R., (1984). A Rational Method for Obtaining the Dynamic Mechanical Properties of Laminae for Predicting the Stiffness and Damping of Laminated Plates and Beams. Composites, 15(3), pp:193-199
  4. Maheri, M. and Adams, R., (2003). Modal Vibration Damping of Anisotropic FRP Laminates Using the RayleigheRitz Energy Minimization Scheme. J Sound Vib., 259(1), pp:17-29
  5. Doebling, S., Farrar, C., Prime, M., and Shevitz, D., (1996). Damage Identification and Health Monitoring of Structural and Mechanical Systems from Changes in Their Vibration Characteristics: a Literature Review. The Shock and Vibration Digest, Tech. rep. Los Alamos National Laboratory, vol:30, pp:88-92
  6. Berthelot, J.M. and Sefrani, Y., (2004). Damping Analysis of Unidirectional Glass and Kevlar Fibre Composites, Compos Sci Technol, 64(9), pp:1261-1278
  7. Crane R. and Gillespie, J., (1991). Characterization of the Vibration Damping Loss Factor of Glass and Graphite Fiber Composites, Compos Sci Technol, 40(4), pp:355-375
  8. Wright, G., (1972). The Dynamic Properties of Glass and Carbon Fibre Reinforced Plastic Beams, J Sound Vib, 21, pp:205-212
  9. Berthelot, J.M., Assarar, M., Sefrani, Y., and El-Mahi, A., (2008). Damping Analysis of Composite Materials and Structures, Compos Struct., 85(3), pp:189-204
  10. Adams R. and Bacon, D., (1973). Effect of Fibre Orientation and Laminate Geometry on the Dynamic Properties of CFRP, J Compos Mater.,7(4), pp:402-428
  11. Gibson R., Chaturvedi, S., and Sun, C., (1982). Complex Moduli of Aligned Discontinuous Fibre-Reinforced Polymer Composites, J Mater Sci, 17:3, pp:499-509
  12. Tsai, J.L. and Chi, Y.K., (2008). Effect of Fiber Array opp.n Damping Behaviors of Fiber Composites, Compos Part B: Eng, 39(7-8), pp:1196-1204
  13. Ungar, E. and Kerwin, E., (1962). Loss Factors of Viscoelastic Systems in terms of Energy Concepts, J Acoust Soc Am, 34(7), pp:954-957
  14. Pei, X.Y. and Li, J.L., (2012). The Effects of Fiber Orientation on the Vibration Modal Behavior of Carbon Fiber Plain Woven Fabric/Epoxy Resin Composites, Advanced Materials Research, Vol:391-392, pp:345-348
  15. Rueppel, M., Rion, J., Dransfeld, C., Fischer, C., and Masania, K., (2017). Damping