李成，男，1983年出生，本、碩、博分别畢業于中國科學技術大學和香港城市大學，2011年8月以高聘副教授進入蘇州大學工作，2012年7月晉升副教授、碩導，曾赴香港理工大學和韓國又松大學等單位訪學交流，2017年7月晉升教授、博導，曾入選“東吳學者”計劃，2022年加入伟德国际1946官方网伟德国际1946官方网。研究方向為車輛動力學與控制、工程結構多場耦合非線性振動、微納尺度增強複合材料與智能結構力學等。主持國家自然科學基金3項，以第一參與人身份參與國家自然科學基金面上項目2項，主持江蘇省、蘇州市和常州市科技計劃及企業委托項目多項，入選江西省創新創業高層次人才“雙千計劃”。曾獲安徽省第四屆優秀博士學位論文、第一屆江蘇力學青年科技獎、江蘇省“青藍工程”中青年學術帶頭人、江蘇省科協青年科技人才托舉工程、江西省自然科學三等獎、江蘇省優秀學術學位碩士學位論文指導教師、全國周培源大學生力學競賽優秀指導教師、國際大學生工程力學競賽優秀指導教師等。以第一或通訊作者發表SCI論文90餘篇，EI論文20餘篇，SCI他引1900多次，單篇最高SCI他引220餘次（Int. J. Eng. Sci. 2015, 87: 47−57），多次獲蘇州市/常州市自然科學優秀學術論文獎，申請國家發明專利10餘項，SCI期刊Symmetry客座編委、J. Adv. App. Comput. Math.編委、《動力學與控制學報》客座主編、《應用力學學報》青年編委。現為江蘇省力學學會動力學與控制專委會副主任、江蘇省振動工程學會非線性振動專委會副主任、江蘇省振動工程學會智能系統動力學專委會副主任、國際聲學與振動學會(IIAV)會員、中國振動工程學會非線性振動專委會委員、中國振動工程學會動力學載荷與設計專委會委員、中國振動工程學會轉子動力學分會理事、江蘇省力學學會環境與災害力學專委會委員以及科普工作委員會委員等。
國家基金項目：
1). 關于納米結構非局部效應的深入探讨和對比研究，國家自然科學基金，11202145，26萬，2013.01-2015.12，主持，排名1/6
2). 基于碳納米管薄膜揚聲器的結構聲輻射有源控制，51375321，國家自然科學基金，70萬，2014.01-2017.12，參與，排名2/9
3). 基于石墨烯薄膜的新型聲學器件熱-振緻聲機理研究，51875374，國家自然科學基金，59萬，2019.01-2022.12，參與，排名2/8
4). 自供電軸向運動層合納米梁的多場耦合非線性振動研究及其應用，11972240，國家自然科學基金，63萬，2020.01-2023.12，主持，排名1/10
5). 旋轉壓電複合微圓闆的非線性振動與穩定性研究，12272064，國家自然科學基金，56萬，2023.01-2026.12，主持，排名1/10
代表論文：
1). X. Wang, G. Wang, Z. Chen, C.W. Lim*, S. Li, C. Li*, Controllable flexural wave in laminated metabeam with embedded multiple resonators, Journal of Sound and Vibration, 2024, 581: 118386.
2). H.N. Li, W. Wang, S.K. Lai*, L.Q. Yao, C. Li*, Nonlinear vibration and stability analysis of rotating functionally graded piezoelectric nanobeams, International Journal of Structural Stability and Dynamics, 2024, 24(9): 2450103.
3). L.M. Guo, H.M. Liu*, C. Li*, J.B. Zhao, J.F. Xu, Existence of positive solutions for singular p-Laplacian Hadamard fractional differential equations with the derivative term contained in the nonlinear term, Nonlinear Analysis: Modelling and Control, 2023, 28(3): 491–515.
4). C. Li, C.X. Zhu, C.W. Lim, S. Li. Nonlinear in-plane thermal buckling of rotationally restrained functionally graded carbon nanotube reinforced composite shallow arches under uniform radial loading, Applied Mathematics and Mechanics-English Edition, 2022, 43(12): 1821–1840.
5). C. Li, C.X. Zhu, N. Zhang, S.H. Sui, J.B. Zhao, Free vibration of self-powered nanoribbons subjected to thermal-mechanical-electrical fields based on a nonlocal strain gradient theory, Applied Mathematical Modelling, 2022, 110: 583–602.
6). J.W. Yan, J.H. Zhu, C. Li*, X.S. Zhao, C.W. Lim, Decoupling the effects of material thickness and size scale on the transverse free vibration of BNNTs based on beam models, Mechanical Systems and Signal Processing, 2022, 166: 108440.
7). X.N. Zhou, Z.Y. Xie, Z.X. Zhao, C. Li*, Collapse modes of concrete reinforced square bridge piers under vehicle collision, Journal of Theoretical and Applied Mechanics, 2022, 60(3): 375−384.
8). 羅秋陽, 李成*, 考慮非局部應變梯度效應的軸對稱壓電納米圓闆熱-力-電耦合振動, 振動工程學報, 2022, 35(5): 1118−1129.
9). Z.X. Xie, Z.X. Zhao, C. Li*, Bending crashworthiness of thin-walled square tubes with multi-cell and double-tube cross-sections, Journal of Mechanical Science and Technology, 2021, 35(11): 4815−4823.
10). 王平遠, 李成*, 姚林泉, 基于非局部應變梯度理論功能梯度納米闆的彎曲和屈曲研究, 應用數學和力學, 2021, 42(1): 15−26.
11). P.Y. Wang, C. Li*, S. Li, L.Q. Yao, A variational approach for free vibrating micro-rods with classical and non-classical new boundary conditions accounting for nonlocal strengthening and temperature effects, Journal of Thermal Stresses, 2020, 43(4): 421−439.
12). J.P. Shen, P.Y. Wang, W.T. Gan, C. Li*, Stability of vibrating functionally graded nanoplates with axial motion based on the nonlocal strain gradient theory, International Journal of Structural Stability and Dynamics, 2020, 20(8): 2050088.
13). J.P. Shen, P.Y. Wang, C. Li*, Y.Y. Wang, New observations on transverse dynamics of microtubules based on nonlocal strain gradient theory, Composite Structures, 2019, 225: 111036.
14). C. Li, S.K. Lai, X. Yang, On the nano-structural dependence of nonlocal dynamics and its relationship to the upper limit of nonlocal scale parameter, Applied Mathematical Modelling, 2019, 69: 127−141.
15). C. Li*, S.H. Sui, L. Chen and L.Q. Yao, Nonlocal elasticity approach for free longitudinal vibration of circular truncated nanocones and method of determining the range of nonlocal small scale, Smart Structures and Systems, 2018, 21(3): 279–286.
16). J.P. Shen, C. Li*, A semi-continuum-based bending analysis for extreme-thin micro/nano-beams and new proposal for nonlocal differential constitution, Composite Structures, 2017, 172: 210−220.
17). C. Li, J.J. Liu, M. Cheng, X.L. Fan, Nonlocal vibrations and stabilities in parametric resonance of axially moving viscoelastic piezoelectric nanoplate subjected to thermo-electro-mechanical forces, Composites Part B-Engineering, 2017, 116: 153−169.
18). J.J. Liu, C. Li*, X.L. Fan, L.H. Tong, Transverse free vibration and stability of axially moving nanoplates based on nonlocal elasticity theory, Applied Mathematical Modelling, 2017, 45: 65−84.
19). 劉金建, 謝鋒, 姚林泉, 李成*, 基于非局部理論的軸向運動粘彈性納米闆的參數振動及其穩定性, 振動與沖擊, 2017, 36(19): 13−20.
20). 陳玲, 沈紀蘋, 李成*, 劉鑫培, 梯度型非局部高階梁理論與非局部彎曲新解法, 力學學報, 2016, 48(1): 127−134.
21). C. Li, L.Q. Yao, W.Q. Chen, S. Li, Comments on nonlocal effects in nano-cantilever beams, International Journal of Engineering Science, 2015, 87: 47−57.
22). C. Li, S. Li, L.Q. Yao, Z.K. Zhu, Nonlocal theoretical approaches and atomistic simulations for longitudinal free vibration of nanorods/nanotubes and verification of different nonlocal models, Applied Mathematical Modelling, 2015, 39: 4570−4585.
23). 李雙, 餘衍然, 陳玲, 李成*, 随機懸挂參數下軌道車輛平穩性的全局靈敏度分析, 鐵道學報, 2015, 37(8): 29−35.
24). 李成, 随歲寒, 楊昌錦, 受初應力作用的軸向運動功能梯度梁的動力學分析, 工程力學, 2015, 32(10): 226−232.
25). C. Li*, A nonlocal analytical approach for torsion of cylindrical nanostructures and the existence of higher-order stress and geometric boundaries, Composite Structures, 2014, 118: 607−621.
26). C. Li*, Torsional vibration of carbon nanotubes: comparison of two nonlocal models and a semi-continuum model, International Journal of Mechanical Sciences, 2014, 82: 25−31.
27).C. Li*, Size-dependent thermal behaviors of axially traveling nanobeams based on a strain gradient theory, Structural Engineering and Mechanics, 2013, 48(3): 415−434.
28).C.W. Lim, C. Li, J.L. Yu, Free torsional vibration of nanotubes based on nonlocal stress theory, Journal of Sound and Vibration, 2012, 331(12): 2798−2808.
29).C. Li, C.W. Lim, J.L. Yu, Dynamics and stability of transverse vibrations of nonlocal nanobeams with a variable axial load, Smart Materials & Structures, 2011, 20(1): 015023.
30). C. Li, C.W. Lim, J.L. Yu, Q.C. Zeng, Transverse vibration of pre-tensioned nonlocal nanobeams with precise internal axial loads, Science China-Technological Sciences, 2011, 54(8): 2007−2013.
更多論文可查閱：
https://www.researchgate.net/profile/Cheng-Li-62
http://scholar.huezhi.com/profile/iu-fBVvOEvmCTggmjOi1zZK3zhvojfiEpT0HDnFF7P_7TrnRh_E9pxM5HGmdxvut
聯系方式：licheng@czust.edu.cn, lcing@mail.ustc.edu.cn