Similar articles

Abstract: This study investigates the vibration transmission and suppression of a laminated composite panel with variable angle tow (VAT) designs and an attached inerter-based passive nonlinear energy sink. Based on analytical and numerical methodologies, the substructure technique is used to obtain a steady-state dynamic response and the results are verified by experimental and analytical methods. It is demonstrated that fiber orientation has a significant impact on the natural frequencies. The dynamic responses and energy transmission path characteristics are determined and evaluated by forced vibration analysis. The main vibration transmission paths inside the structure are displayed using power flow density vectors. It is demonstrated that the dynamic responses of the plate can be changed considerably by using various fiber placement schemes and passive suppression devices. In addition, it is indicated that the vibration transmission paths are significantly influenced by the tailored fiber angles for improved dynamic performance. Our investigation enhances the understanding of enhanced vibration suppression designs of variable-stiffness composite plates with attached passive devices.

基于变角度纤维铺缝与惯容型非线性能量汇的复合材料层合板减振研究

[1]AbdallaMM, SetoodehS, GürdalZ, 2007. Design of variable stiffness composite panels for maximum fundamental frequency using lamination parameters. Composite Structures, 81(2):283-291.

[2]AkbarzadehAH, NikMA, PasiniD, 2016. Vibration responses and suppression of variable stiffness laminates with optimally steered fibers and magnetostrictive layers. Composites Part B: Engineering, 91:315-326.

[3]BlomAW, SetoodehS, HolJMAM, et al., 2008. Design of variable-stiffness conical shells for maximum fundamental eigenfrequency. Computers & Structures, 86(9):870-878.

[4]ChenHY, MaoXY, DingH, et al., 2020. Elimination of multimode resonances of composite plate by inertial nonlinear energy sinks. Mechanical Systems and Signal Processing, 135:106383.

[5]ChoDS, KimBH, KimJH, et al., 2015. Forced vibration analysis of arbitrarily constrained rectangular plates and stiffened panels using the assumed mode method. Thin-Walled Structures, 90:182-190.

[6]CoburnBH, WuZM, WeaverPM, 2014. Buckling analysis of stiffened variable angle tow panels. Composite Structures, 111:259-270.

[7]DaiW, YangJ, ShiBY, 2020. Vibration transmission and power flow in impact oscillators with linear and nonlinear constraints. International Journal of Mechanical Sciences, 168:105234.

[8]DaiW, YangJ, WiercigrochM, 2022. Vibration energy flow transmission in systems with Coulomb friction. International Journal of Mechanical Sciences, 214:106932.

[9]GurdalZ, OlmedoR, 1993. In-plane response of laminates with spatially varying fiber orientations-variable stiffness concept. AIAA Journal, 31(4):751-758.

[10]HondaS, OonishiY, NaritaY, et al., 2008. Vibration analysis of composite rectangular plates reinforced along curved lines. Journal of System Design and Dynamics, 2(1):76-86.

[11]HoumatA, 2013. Nonlinear free vibration of laminated composite rectangular plates with curvilinear fibers. Composite Structures, 106:211-224.

[12]IbrahimRA, 2008. Recent advances in nonlinear passive vibration isolators. Journal of Sound and Vibration, 314(3-5):371-452.

[13]JahangirI, BarazanchyD, van ZantenFJ, et al., 2022. Tow path planning strategies for fiber steered laminates. Journal of Aircraft, 59(2):502-514.

[14]JavidialesaadiA, WierschemNE, 2019. An inerter-enhanced nonlinear energy sink. Mechanical Systems and Signal Processing, 129:449-454.

[15]JiangJZ, Matamoros-SanchezAZ, GoodallRM, et al., 2012. Passive suspensions incorporating inerters for railway vehicles. Vehicle System Dynamics, 50(Supplement):263-276.

[16]LazarIF, NeildSA, WaggDJ, 2014. Using an inerter-based device for structural vibration suppression. Earthquake Engineering & Structural Dynamics, 43(8):1129-1147.

[17]LiY, JiangJZ, NeildS, 2017. Inerter-based configurations for main-landing-gear shimmy suppression. Journal of Aircraft, 54(2):684-693.

[18]LopesCS, CamanhoPP, GürdalZ, et al., 2007. Progressive failure analysis of tow-placed, variable-stiffness composite panels. International Journal of Solids and Structures, 44(25-26):8493-8516.

[19]MaceBR, ShorterPJ, 2000. Energy flow models from finite element analysis. Journal of Sound and Vibration, 233(3):369-389.

[20]NikMA, FayazbakhshK, PasiniD, et al., 2014a. Optimization of variable stiffness composites with embedded defects induced by automated fiber placement. Composite Structures, 107:160-166.

[21]NikMA, FayazbakhshK, PasiniD, et al., 2014b. A comparative study of metamodeling methods for the design optimization of variable stiffness composites. Composite Structures, 107:494-501.

[22]PedersenP, 1991. On thickness and orientational design with orthotropic materials. Structural Optimization, 3(2):69-78.

[23]RahmanT, IjsselmuidenST, AbdallaMM, et al., 2011. Postbuckling analysis of variable stiffness composite plates using a finite element-based perturbation method. International Journal of Structural Stability and Dynamics, 11(4):735-753.

[24]RajuG, WuZM, WeaverPM, 2015. Buckling and postbuckling of variable angle tow composite plates under in-plane shear loading. International Journal of Solids and Structures, 58:270-287.

[25]ReddyJN, 1997. Mechanics of Laminated Composite Plates: Theory and Analysis. CRC Press, Boca Raton, USA.

[26]RivinEI, 2003. Passive Vibration Isolation. ASME Press, New York, USA.

[27]SetoodehS, AbdallaMM, GürdalZ, 2005. Combined topology and fiber path design of composite layers using cellular automata. Structural and Multidisciplinary Optimization, 30(6):413-421.

[28]ShiBY, YangJ, 2020. Quantification of vibration force and power flow transmission between coupled nonlinear oscillators. International Journal of Dynamics and Control, 8(2):418-435.

[29]ShiBY, YangJ, RuddC, 2019. On vibration transmission in oscillating systems incorporating bilinear stiffness and damping elements. International Journal of Mechanical Sciences, 150:458-470.

[30]SmithMC, WangFC, 2004. Performance benefits in passive vehicle suspensions employing inerters. Vehicle System Dynamics, 42(4):235-257.

[31]TanP, NieGJ, 2016. Free and forced vibration of variable stiffness composite annular thin plates with elastically restrained edges. Composite Structures, 149:398-407.

[32]VijayachandranAA, WaasAM, 2022a. Minimizing stress concentrations using steered fiberpaths and incorporating realistic manufacturing signatures. International Journal of Non-Linear Mechanics, 146:104160.

[33]VijayachandranAA, WaasAM, 2022b. Steered fiber paths for improved in-plane compressive response of aerostructural panels: experimental studies and numerical modeling. Composite Structures, 289:115426.

[34]WangFC, LiaoMK, LiaoBH, et al., 2009. The performance improvements of train suspension systems with mechanical networks employing inerters. Vehicle System Dynamics, 47(7):805-830.

[35]WangFC, HongMF, ChenCW, 2010. Building suspensions with inerters. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 224(8):1605-1616.

[36]WangZH, XingJT, PriceWG, 2002. Power flow analysis of indeterminate rod/beam systems using a substructure method. Journal of Sound and Vibration, 249(1):3-22.

[37]WhiteSC, RajuG, WeaverPM, 2014. Initial post-buckling of variable-stiffness curved panels. Journal of the Mechanics and Physics of Solids, 71:132-155.

[38]WhiteSC, WeaverPM, WuKC, 2015. Post-buckling analyses of variable-stiffness composite cylinders in axial compression. Composite Structures, 123:190-203.

[39]WuCP, LeeCY, 2001. Differential quadrature solution for the free vibration analysis of laminated conical shells with variable stiffness. International Journal of Mechanical Sciences, 43(8):1853-1869.

[40]WuZM, WeaverPM, RajuG, et al., 2012. Buckling analysis and optimisation of variable angle tow composite plates. Thin-Walled Structures, 60:163-172.

[41]WuZM, RajuG, WeaverPM, 2013. Postbuckling analysis of variable angle tow composite plates. International Journal of Solids and Structures, 50(10):1770-1780.

[42]WuZM, RajuG, WeaverPM, 2018. Optimization of postbuckling behaviour of variable thickness composite panels with variable angle tows: towards “Buckle-Free” design concept. International Journal of Solids and Structures, 132-133:66-79.

[43]XiongYP, XingJT, PriceWG, 2001. Power flow analysis of complex coupled systems by progressive approaches. Journal of Sound and Vibration, 239(2):275-295.

[44]XiongYP, XingJT, PriceWG, 2003. A general linear mathematical model of power flow analysis and control for integrated structure-control systems. Journal of Sound and Vibration, 267(2):301-334.

[45]YangJ, XiongYP, XingJT, 2013. Dynamics and power flow behaviour of a nonlinear vibration isolation system with a negative stiffness mechanism. Journal of Sound and Vibration, 332(1):167-183.

[46]YangJ, XiongYP, XingJT, 2014. Nonlinear power flow analysis of the Duffing oscillator. Mechanical Systems and Signal Processing, 45(2):563-578.

[47]YangJ, XiongYP, XingJT, 2015. Power flow behaviour and dynamic performance of a nonlinear vibration absorber coupled to a nonlinear oscillator. Nonlinear Dynamics, 80(3):1063-1079.

[48]YangJ, XiongYP, XingJT, 2016. Vibration power flow and force transmission behaviour of a nonlinear isolator mounted on a nonlinear base. International Journal of Mechanical Sciences, 115-116:238-252.

[49]ZhangSY, JiangJZ, NeildS, 2017. Optimal configurations for a linear vibration suppression device in a multi-storey building. Structural Control and Health Monitoring, 24(3):e1887.

[50]ZhuCD, YangJ, 2019. Free and forced vibration analysis of composite laminated plates. Proceedings of the 26th International Congress on Sound and Vibration.

[51]ZhuCD, YangJ, 2022. Vibration transmission and energy flow analysis of variable stiffness laminated composite plates. Thin-Walled Structures, 180:109927.

[52]ZhuCD, YangJ, RuddC, 2021a. Vibration transmission and energy flow analysis of L-shaped laminated composite structure based on a substructure method. Thin-Walled Structures, 169:108375.

[53]ZhuCD, YangJ, RuddC, 2021b. Vibration transmission and power flow of laminated composite plates with inerter-based suppression configurations. International Journal of Mechanical Sciences, 190:106012.

[54]ZuoH, YangZB, ChenXF, et al., 2015. Analysis of laminated composite plates using wavelet finite element method and higher-order plate theory. Composite Structures, 131:248-258.