[1] PAÏDOUSSIS, M. P. The canonical problem of the fluid-conveying pipe and radiation of the knowledge gained to other dynamics problems across applied mechanics. Journal of Sound and Vibration, 310, 462–492(2008) [2] LI, W. C., VAZIRI, V., APHALE, S. S., DONG, S., and WIERCIGROCH, M. Dynamics and frequency and voltage control of downhole oil pumping system. Mechanical Systems and Signal Processing, 139, 106562(2020) [3] PAÏDOUSSIS, M. P. and ISSID, N. T. Dynamic stability of pipes conveying fluid. Journal of Sound and Vibration, 33, 267–294(1974) [4] PAÏDOUSSIS, M. P. and LI, G. X. Pipe conveying fluid: a dynamical model problem. Journal of Fluids and Structure, 7, 137–204(1993) [5] PAÏDOUSSIS, M. P. Some unresolved issues in fluid-structure interactions. Journal of Fluids and Structures, 20, 871–890(2005) [6] PENG, G., XIONG, Y., GAO, Y., LIU, L., WANG, M., and ZHANG, Z. Nonlinear dynamics of a simply supported fluid-conveying pipe subjected to motion-limiting constraints: two-dimensional analysis. Journal of Sound and Vibration, 435, 192–204(2018) [7] TAN, X., MAO, X. Y., DING, H., and CHEN, L. Q. Vibration around non-trivial equilibrium of a supercritical Timoshenko pipe conveying fluid. Journal of Sound and Vibration, 428, 104–118(2018) [8] LU, Z. Q., ZHANG, K. K., DING, H., and CHEN, L. Q. Internal resonance and stress distribution of pipes conveying fluid in supercritical regime. International Journal of Mechanical Sciences, 186, 105900(2020) [9] IBRAHIM, R. A. Overview of mechanics of pipes conveying fluid. Journal of Pressure Vessel Technology, 132, 034001(2010) [10] TAN, X., DING, H., and CHEN, L. Q. Nonlinear frequencies and forced responses of pipes conveying fluid via a coupled Timoshenko model. Journal of Sound and Vibration, 455, 241–255(2019) [11] MIYAMOTO, Y., NIINO, M., and KOIZUMI, M. FGM research programs in Japan — from structural to functional uses. Functionally Graded Materials, 1996, 1–8(1997) [12] KIEBACK, B., NEUBRAND, A., and RIEDEL, H. Processing techniques for functionally graded materials. Materials Science and Engineering: A, 362, 81–106(2003) [13] SU, Z., JIN, G., and YE, T. Three-dimensional vibration analysis of thick functionally graded conical, cylindrical shell and annular plate structures with arbitrary elastic restraints. Composite Structures, 118, 432–447(2014) [14] SHEN, H., PAÏDOUSSIS, M. P., WEN, J., YU, D., and WEN, X. The beam-mode stability of periodic functionally-graded-material shells conveying fluid. Journal of Sound and Vibration, 333, 2735–2749(2014) [15] DENG, J., LIU, Y., ZHANG, Z., and LIU, W. Dynamic behaviors of multi-span viscoelastic functionally graded material pipe conveying fluid. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 231, 3181–3192(2016) [16] WANG, Z. M. and LIU, Y. Z. Transverse vibration of pipe conveying fluid made of functionally graded materials using a symplectic method. Nuclear Engineering and Design, 298, 149–159(2016) [17] LU, Z. Q., ZHANG, K. K., DING, H., and CHEN, L. Q. Nonlinear vibration effects on the fatigue life of fluid-conveying pipes composed of axially functionally graded materials. Nonlinear Dynamics, 100, 1091–1104(2020) [18] SU, Z., INABA, K., KARMAKAR, A., and DAS, A. Analytical and numerical study of vibration and transient heat conduction in a functionally graded pipe. Journal of Advanced Mechanical Design, Systems, and Manufacturing, 15, 0054(2021) [19] TONG, G. J., LIU, Y. S., LIU, H. C., and DAI, J. Y. Thermoelastic vibration analysis of microscale functionally graded material fluid-conveying pipes in elastic medium. Journal of Central South University, 26, 2785–2796(2019) [20] SALEH, B. I. and AHMED, M. H. Development of functionally graded tubes based on pure Al/Al2O3 metal matrix composites manufactured by centrifugal casting for automotive applications. Metals and Materials International, 26, 1430–1440(2019) [21] ZHU, B., XU, Q., LI, M., and LI, Y. Nonlinear free and forced vibrations of porous functionally graded pipes conveying fluid and resting on nonlinear elastic foundation. Composite Structures, 252, 112672(2020) [22] DING, H., JI, J., and CHEN, L. Q. Nonlinear vibration isolation for fluid-conveying pipes using quasi-zero stiffness characteristics. Mechanical Systems and Signal Processing, 121, 675–688(2019) [23] DING, H. and CHEN, L. Q. Designs, analysis, and applications of nonlinear energy sinks. Nonlinear Dynamics, 100, 3061–3107(2020) [24] WANG, G. X., DING, H., and CHEN, L. Q. Performance evaluation and design criterion of a nonlinear energy sink. Mechanical Systems and Signal Processing, 169, 108770(2022) [25] WANG, G. X. and DING, H. Mass design of nonlinear energy sinks. Engineering Structures, 250, 113438(2022) [26] GUO, H., YANG, T., CHEN, Y., and CHEN, L. Q. Singularity analysis on vibration reduction of a nonlinear energy sink system. Mechanical Systems and Signal Processing, 173, 109074(2022) [27] GENG, X. F. and DING, H. Two-modal resonance control with an encapsulated nonlinear energy sink. Journal of Sound and Vibration, 520, 116667(2022) [28] ZHANG, Y. W., WANG, C., YUAN, B., and FANG, B. Integration of geometrical and material nonlinear energy sink with piezoelectric material energy harvester. Shock and Vibration, 2017, 1987456(2017) [29] MA, X. and ZHOU, S. A review of flow-induced vibration energy harvesters. Energy Conversion and Management, 254, 115223(2022) [30] ZHOU, S., LALLART, M., and ERTURK, A. Multistable vibration energy harvesters: principle, progress, and perspectives. Journal of Sound and Vibration, 528, 116886(2022) [31] HUANG, D., ZHOU, S., LI, R., and YURCHENKO, D. On the analysis of the tristable vibration isolation system with delayed feedback control under parametric excitation. Mechanical Systems and Signal Processing, 164, 108207(2022) [32] ZHANG, Y. W., ZHANG, Z., CHEN, L. Q., YANG, T. Z., FANG, B., and ZANG, J. Impulseinduced vibration suppression of an axially moving beam with parallel nonlinear energy sinks. Nonlinear Dynamics, 82, 61–71(2015) [33] NILI AHMADABADI, Z. and KHADEM, S. E. Nonlinear vibration control and energy harvesting of a beam using a nonlinear energy sink and a piezoelectric device. Journal of Sound and Vibration, 333, 4444–4457(2014) [34] ZHANG, Y. W., ZHANG, H., HOU, S., XU, K. F., and CHEN, L. Q. Vibration suppression of composite laminated plate with nonlinear energy sink. Acta Astronautica, 123, 109–115(2016) [35] MAMAGHANI, A. E., KHADEM, S. E., and BAB, S. Vibration control of a pipe conveying fluid under external periodic excitation using a nonlinear energy sink. Nonlinear Dynamics, 86, 1761–1795(2016) [36] PAIVA, A. and SAVI, M. A. An overview of constitutive models for shape memory alloys. Mathematical Problems in Engineering, 2006, 1–30(2006) [37] OZBULUT, O. E., HURLEBAUS, S., and DESROCHES, R. Seismic response control using shape memory alloys: a review. Journal of Intelligent Material Systems and Structures, 22, 1531–1549(2011) [38] LESTER, B. T., BAXEVANIS, T., CHEMISKY, Y., and LAGOUDAS, D. C. Review and perspectives: shape memory alloy composite systems. Acta Mechanica, 226, 3907–3960(2015) [39] MANI, Y. and SENTHILKUMAR, M. Shape memory alloy-based adaptive-passive dynamic vibration absorber for vibration control in piping applications. Journal of Vibration and Control, 21, 1838–1847(2013) [40] BELHAQ, M., CARBONI, B., and LACARBONARA, W. A new vibration absorber based on the hysteresis of multi-configuration NiTiNOL-steel wire ropes assemblies. MATEC Web of Conferences, 16, 01004(2014) [41] CARBONI, B., MANCINI, C., and LACARBONARA, W. Hysteretic beam model for steel wire ropes hysteresis identification. Springer Proceedings in Physics, 168, 261–282(2015) [42] CARBONI, B., LACARBONARA, W., and AURICCHIO, F. Hysteresis of multiconfiguration assemblies of nitinol and steel strands: experiments and phenomenological identification. Journal of Engineering Mechanics, 141, 04014135(2015) [43] CARBONI, B. and LACARBONARA, W. Nonlinear dynamic characterization of a new hysteretic device: experiments and computations. Nonlinear Dynamics, 83, 23–39(2015) [44] BREWICK, P. T., MASRI, S. F., CARBONI, B., and LACARBONARA, W. Data-based nonlinear identification and constitutive modeling of hysteresis in nitinol and steel strands. Journal of Engineering Mechanics, 142, 04016107(2016) [45] CARBONI, B., LACARBONARA, W., BREWICK, P. T., and MASRI, S. F. Dynamical response identification of a class of nonlinear hysteretic systems. Journal of Intelligent Material Systems and Structures, 29, 2795–2810(2018) [46] BREWICK, P. T., MASRI, S. F., CARBONI, B., and LACARBONARA, W. Enabling reducedorder data-driven nonlinear identification and modeling through naive elastic net regularization. International Journal of Non-Linear Mechanics, 94, 46–58(2017) [47] LIU, Y., MOJAHED, A., BERGMAN, L. A., and VAKAKIS, A. F. A new way to introduce geometrically nonlinear stiffness and damping with an application to vibration suppression. Nonlinear Dynamics, 96, 1819–1845(2019) [48] ZANG, J. and ZHANG, Y. W. Responses and bifurcations of a structure with a lever-type nonlinear energy sink. Nonlinear Dynamics, 98, 889–906(2019) [49] HABIB, G., CIRILLO, G. I., and KERSCHEN, G. Uncovering detachedresonance curves in singledegree-of-freedom. Procedia Engineering, 199, 649–656(2017) [50] CHEN, J. E., HE, W., ZHANG, W., YAO, M. H., LIU, J., and SUN, M. Vibration suppression and higher branch responses of beam with parallel nonlinear energy sinks. Nonlinear Dynamics, 91, 885–904(2017) [51] ZANG, J., YUAN, T. C., LU, Z. Q., ZHANG, Y. W., DING, H., and CHEN, L. Q. A lever-type nonlinear energy sink. Journal of Sound and Vibration, 437, 119–134(2018) [52] ZANG, J., CAO, R. Q., FANG, B., and ZHANG, Y. W. A vibratory energy harvesting absorber using integration of a lever-enhanced nonlinear energy sink and a levitation magnetoelectric energy harvester. Journal of Sound and Vibration, 484, 115534(2020) [53] ZANG, J., CAO, R. Q., ZHANG, Y. W., FANG, B., and CHEN, L. Q. A lever-enhanced nonlinear energy sink absorber harvesting vibratory energy via giant magnetostrictive-piezoelectricity. Communications in Nonlinear Science and Numerical Simulation, 95, 105620(2021) [54] ZANG, J., CAO, R. Q., and ZHANG, Y. W. Steady-state response of a viscoelastic beam with asymmetric elastic supports coupled to a lever-type nonlinear energy sink. Nonlinear Dynamics, 105, 1327–1341(2021) [55] ZHENG, L. H., ZHANG, Y. W., DING, H., and CHEN, L. Q. Nonlinear vibration suppression of composite laminated beam embedded with NiTiNOL-steel wire ropes. Nonlinear Dynamics, 103, 2391–2407(2021) [56] ZANG, J. and CHEN, L. Q. Complex dynamics of a harmonically excited structure coupled with a nonlinear energy sink. Acta Mechanica Sinica, 33, 801–822(2017) |