Abstract
Compressible Constrained Layer Dam** (CCLD) is a novel semi-active dam** solution for vibration mitigation. The constrained dam** layer consists of a compressible dam** material with the thickness that can be adjusted in operando using fluid actuation. The actuation deformations, referred to as “evanescent morphing”, change both the dam** material properties and the amount of vibration-induced shear deformation, enabling a tuning of the overall structural dynamic behavior according to the excitation parameters. The CCLD can be applied to the entire surface of the vibrating structure or as patch only partially, without causing a significant increase of mass. This work demonstrates the potential of the dam** measure using different dam** materials. These materials were investigated and characterized at varying compression levels. The hereby obtained results were implemented in a numerical model that is discussed and validated. Experiments carried out on a single-curved shell structure with a partial CCLD patch coverage were carried out and served as the source of validation data.
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Notes
- 1.
As a material with fundamentally different open cell morphology compared to PU foams.
- 2.
Which is a theoretical limit in the case of a vacuum actuation.
- 3.
In fact, this is also the reason why TTS is not feasible with most nonwovens.
- 4.
This refers to the components of the vibration velocities that are perpendicular to a plane defined by the corner points of the curved shell.
- 5.
The simulation results (Sect. 4.4) show a remarkably good agreement especially for the lowest compression level (\(k\,=\,5\,\%\)), which supports this assumption.
- 6.
The reduction of the bending stiffness of the adaptive CCLD structure, caused by a decrease of the second moment of inertia with increasing compression, appears to play a minor role.
References
Cho, M., Kim, J., Choi, S., Kim, G.: Non-contact tunable dam** of a cantilever beam structure embedded with photo-rheological fluids. Smart Mater. Struct. 25(2) (2016)
Dannemann, M., Täger, O., Modler, N.: Combined semi-analytical and numerical vibro-acoustic design approach for anisotropic fibre-reinforced composite structures. J. Sound Vib. 404, 1–14 (2017)
Ehrig, T., Dannemann, M., Luft, R., Adams, C., Modler, N., Kostka, P.: Sound transmission loss of a sandwich plate with adjustable core layer thickness. Materials (Basel, Switzerland) 13(18), 4160 (2020)
Ehrig, T., Hildebrand, C., Modler, N., Kostka, P.: Modelling and experimental verification of a curved lightweight structure with adaptive dynamic behaviour. In: Proceedings of the 28th International Congress of Sound and Vibration, ICSV 2022 (2022)
Ehrig, T., Holeczek, K., Kostka, P.: Experimental investigations of lightweight structures with fluidically actuated Compressible Constrained Layer Dam**. Mater. Today Commun. 16, 204–211 (2018)
Ehrig, T., Holeczek, K., Modler, N., Kostka, P.: Dynamic behaviour adaptation of lightweight structures by compressible constrained layer dam** with embedded polymeric foams and nonwovens. Appl. Sci. 9(17) (2019)
Ehrig, T., Modler, N., Kostka, P.: Compression and frequency dependence of the viscoelastic shear properties of flexible open-cell foams. Polym. Test. 70, 151–161 (2018)
Ehrig, T., Müller-Pabel, M., Modler, N., Kostka, P.: Experimental investigations on compressed nonwovens as dam** material for enhanced constrained layer dam**. In: Proceedings of the 28th International Congress of Sound and Vibration, ICSV 2022 (2022)
Eshaghi, M., Sedaghati, R., Rakheja, S.: Dynamic characteristics and control of magnetorheological/electrorheological sandwich structures: a state-of-the-art review. J. Intell. Mater. Syst. Struct. 27(15), 2003–2037 (2016)
Gnanasambandham, C., Fleissner, F., Eberhard, P.: Enhancing the dissipative properties of particle dampers using rigid obstacle-grids. J. Sound Vib. 484 (2020)
Haase, T., Unruh, O., Algermissen, S., Pohl, M.: Active control of counter-rotating open rotor interior noise in a Dornier 728 experimental aircraft. J. Sound Vib. 376, 18–32 (2016)
Hammami, C., Balmes, E., Guskov, M.: Numerical design and test on an assembled structure of a bolted joint with viscoelastic dam**. Mech. Syst. Signal Process. 70–71, 714–724 (2016)
Holeczek, K., Koschichow, R., Schlieter, T., Ehrig, T., Kostka, P.: Numerical investigations of polymer-based fibre-reinforced structures with fluidically actuated Compressible Constrained Layer Dam**. PAMM 18(1) (2018)
Holeczek, K., Zhou, B., Kostka, P.: Evanescent morphing for tuning the dynamic behavior of composite lightweight structures: theoretical assessment. Mech. Adv. Mater. Struct. 10(2), 1–107 (2019)
Karthik, T., Prabha-Karan, C., Rathinamoorthy, R.: Nonwovens: Process, structure, properties and applications. Woodhead Publishing India in textiles, WPI Publishing (2016)
Kliem, M., Høgsberg, J., Vanwalleghem, J., Filippatos, A., Hoschützky, S., Fotsing, E., Berggreen, C.: Dam** analysis of cylindrical composite structures with enhanced viscoelastic properties. Appl. Compos. Mater. 26(1), 85–113 (2019)
Koch, S., Duvigneau, F., Duczek, S., Woschke, E.: Vibration reduction in automotive applications based on the dam** effect of granular material. In: Automotive Acoustics Conference 2017, vol. 102, pp. 43–57. Springer (2019)
Kostka, P., Holeczek, K., Hufenbach, W.: Structure-integrated active dam** system: integral strain-based design strategy for the optimal placement of functional elements. Int. J. Compos. Mater. 3(6B), 53–58 (2013)
Krause, D., Paetzold, K., Wartzack, S.: Additively manufactured components for structural applications in aircraft interior-two case studies. In: DFX 2016: Proceedings of the 27th Symposium Design for X, pp. 147–156 (2016)
Lee, J., Jeon, W.: Vibration dam** using a spiral acoustic black hole. J. Acoust. Soc. Am. 141(3), 1437 (2017)
Meyer, N., Schwartz, C., Morlock, M., Seifried, R.: Systematic design of particle dampers for horizontal vibrations with application to a lightweight manipulator. J. Sound Vib. 510 (2021)
Sessner, V., Liebig, W.V., Jackstadt, A., et al.: Wide scale characterization and modeling of the vibration and dam** behavior of CFRP-elastomer-metal laminates-comparison and discussion of different test setups. Appl. Compos. Mater. 28(5), 1715–1746 (2021)
Storåkers, B.: On material representation and constitutive branching in finite compressible elasticity. J. Mech. Phys. Solids 34(2), 125–145 (1986)
Tan, A.S., Belkner, J., Stroschke, A., Sattel, T.: Dam** adjustment utilizing digital electrorheological valves with parallely segmented electrodes. Smart Mater. Struct. 28(7) (2019)
Weaire, D., Fortes, M.A.: Stress and strain in liquid and solid foams. Adv. Phys. 43(6), 685–738 (1994)
Yang, J.S., Ma, L., Schmidt, R., Qi, G., Schröder, K.U., ** and stiffness efficiency. Compos. Struct. 148, 85–96 (2016)
Zhang, D., Qi, T., Zheng, L.: A hierarchical optimization strategy for position and thickness optimization of constrained layer dam**/plate to minimize sound radiation power. Adv. Mech. Eng. 10(10) (2018)
Zheng, H., Cai, C., Tan, X.M.: Optimization of partial constrained layer dam** treatment for vibrational energy minimization of vibrating beams. Comput. Struct. 82(29), 2493–2507 (2004)
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Ehrig, T., Hildebrand, C., Holeczek, K., Modler, N., Kostka, P. (2024). Lightweight Structures with Adaptive Dynamic Behavior Through Evanescent Morphing. In: Eberhard, P. (eds) Calm, Smooth and Smart. Lecture Notes in Applied and Computational Mechanics, vol 102. Springer, Cham. https://doi.org/10.1007/978-3-031-36143-2_8
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