Reliable Damping Measurements of Solid Beams with Special Focus on the Boundary Conditions and Non-Contact Test Set-Ups
Authors: Ferhat Kadioglu, Ahmet Reha Gunay
Abstract:
Correct measurement of a structural damping value is an important issue for the reliable design of the components exposed to vibratory and noise conditions. As far as a vibrating beam technique is concerned, the specimens under the test somehow are interacted with measuring and exciting devices and also with boundary conditions of the test set-up. The aim of this study is to propose a vibrating beam method that offers a non-contact dynamic measurement of solid beam specimens. To evaluate possible effects of the clamped portion of the specimens with clamped-free ends on the dynamic values (damping and the elastic modulus), the same measuring devices were used, and the results were compared to those with the free-free ends. To get clear idea about the sensitivity of the boundary conditions to the damping values at low, medium and high levels, representative materials were subjected to the tests. The results show that the specimens with low damping values are especially sensitive to the boundary conditions and the most reliable structural damping values are obtained for the specimens with free-free ends. For the damping values at the low levels, a deviation of about 368% was obtained between the specimens with free-free and clamped-free ends, yet, for those having high inherent damping values, comparable results were obtained.
Keywords: Vibrating beam technique, dynamic values, damping, boundary conditions, non-contact measuring systems.
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[1] Prabhakaran S, Krishnaraj V, Kumar MS, Zitoune R. Sound and vibration damping properties of flax fiber reinforced composites. Procedia Eng. 2014;97:573– 581.
[2] Sargianis JJ, Kim HI, Andres E, Suhr J. Sound and vibration damping characteristics in natural material based sandwich composites. Compos. Struct. 2013;96:538–544.
[3] Jeyaraj P, Ganesan N, Padmanabhan C. Vibration and acoustic response of a composite plate with inherent material damping in a thermal environment. J. Sound Vib. 2009;320(1):322–338.
[4] Jeyaraj P, Padmanabhan C, Ganesan N. Vibro-acoustic behavior of a multilayered viscoelastic sandwich plate under a thermal environment. J. Sandw. Struct. Mater. 2011; 1099636211400129.
[5] Arunkumar MP, Jagadeesh M, Pitchaimani J, Gangadharan KV, Babu MCL. Sound radiation and transmission loss characteristics of a honeycomb sandwich panel with composite facings: effect of inherent material damping. J. Sound Vib. 2016;383:221–232.
[6] Petrone G, Alessandro VD, Franco F, DeRosa S. Numerical and experimental investigations on the acoustic power radiated by aluminum foam sandwich panels. Compos. Struct. 2014;118:170–177.
[7] Petrone G, Rao S, DeRosa S, Mace B, Franco F, Bhattacharyya D. Initial experimental investigations on natural fiber reinforced honeycomb core panels. Compos. B Eng. 2013;55:400–406.
[8] Zhang Z, Hartwig G. Relation of damping and fatigue damage of unidirectional fiber composites. Int. J. Fatigue. 2002;24:713-718.
[9] Audenino AL, Crupi V, Zanetti EM. Correlation between thermography and internal damping in metals. Int. J. Fatigue. 2003;25:343-351.
[10] Thomas L, Attard LH, Hongyu Z. Improving damping property of carbon-fiber reinforced epoxy composite through novel hybrid epoxy-polyurea interfacial reaction. Compos. B Eng. 2019;164:720–731.
[11] Rafiee M, Nitzsche F, Labrosse MR. Effect of functionalization of carbon nanotubes on vibration and damping characteristics of epoxy nanocomposites. Polym. Test. 2018;69:385–395.
[12] Monti A, El Mahi A, Jendli Z, Guillaumat L. Experimental and finite elements analysis of the vibration behavior of a bio-based composite sandwich beam. Compos. B Eng. 2017;110:466-475.
[13] Sargianis J, Suhr J. Effect of core thickness on wave number and damping properties in sandwich composites. Compos. Sci. Technol. 2012;72(6):724–730.
[14] Bowyer EP, Krylov VV. Experimental investigation of damping flexural vibrations in glass fibre composite plates containing one- and two-dimensional acoustic black holes. Compo. Struct. 2014;107:406–415.
[15] Arunkumar MP, Pitchaimani J, Gangadharan KV, Leninbabu MC. Vibro-acoustic response and sound transmission loss characteristics of truss core sandwich panel filled with foam. Aerosp. Sci. Technol. 2018;78:1–11.
[16] Khan SU, Li CY, Siddiqui NA, Kim JK. Vibration damping characteristics of carbon fiber-reinforced composites containing multi-walled carbon nanotubes. Compos. Sci. Technol. 2011;71:1486–1494.
[17] Bhudolia SK, Perrotey P, Joshi SC. Enhanced vibration damping and dynamic mechanical characteristics of composites with novel pseudo-thermoset matrix system. Compos. Struct. 2017;179:502–513.
[18] Rueppel M, Rion J, Dransfeld C, Fischer C, Masania K. Damping of carbon fibre and flax fiber angle-ply composite laminates. Compos. Sci. Technol. 2017;146:1-9.
[19] Li Y, Cai S, Huang X. Multi-scaled enhancement of damping property for carbon fiber reinforced composites. Compos. Sci. Technol. 2017;143:89-97
[20] Dewa H, Okada Y, Nagai B. Damping characteristics of flexural vibration for partially covered beams with constrained viscoelastic layers. JSME Int. J. Ser. III. 1991;34(2):210–217.
[21] Rao MD, Crocker MJ. Vibrations of bonded beams with a single lap adhesive joint. J. Sound Vib. 1990;92(2):299–309.
[22] Park TH. Vibration and damping characteristics of a beam with a ppartially sandwiched viscoelastic layer. J. Adhes. 1997;61(1–4):97–122.
[23] Douglas BE, Yang JCS. Transverse Compressional damping in the vibratory response of elastic–viscoelastic beams. AIAA J. 1978;16(9):925–930.
[24] Qian GL, Hoa SV, Xiao X. A vibration method for measuring mechanical properties of composite, theory and experiment. Compos. Struct. 1997;39:31–38.
[25] Guild FJ, Adams RD. A new technique for the measurement of the specific damping capacity of beam in flexure. J. Physics E: Sci. Instrum. 1981;14:355–363.
[26] Singh MM. Dynamic properties of fibre reinforced polymers exposed to aqueous conditions. (dissertation), Department of Mechanical Engineering, University of Bristol; 1993.
[27] Adams RD, Maheri MR. Dynamic flexural properties of anisotropic fibrous composite beams. Compos. Sci. Technol. 1994;50:497-514.
[28] Shigley JE, Mischke CR. Mechanical engineering design. 5th ed. New York, McGraw-Hill; 1986.