性 別

男

職??稱

教授

郵 箱

chaiyb@whut.edu.cn

碩/博導

碩導

聯系電話

18040599095

研究領域

計算海洋聲學；結構振動與聲輻射；結構主/被動隔振；水下結構主/被動聲隱身技術。

教育經歷

2007/09-2011/06，華中科技大學，船舶與海洋工程，學士

2011/09-2014/03，華中科技大學，船舶與海洋結構物設計制造，碩士

2014/09-2017/09，華中科技大學，船舶與海洋工程，博士

工作經歷

2017/09-2020/03，華中科技大學，機械科學與工程學院，博士后

2018/12-2019/12，麻省理工學院，機械工程系，博士后

2020/05-至今，武漢理工大學，船海能動學院，教授

科研項目

1.基于自適應無網格算法的水下彈性體聲散射特性研究，中國博士后科學基金委，面上項目，主持，已結題。

2.水下復雜彈性體聲散射場計算方法及其三維形狀反演研究，國家自然科學基金委，面上項目，主要參與人，已結題。

3.帶內部結構的水下加筋錐-柱-球組合殼聲振耦合特性機理研究，國家自然科學基金委，面上項目，主要參與人，已結題。

4.水下復合材料結構聲散射特性的光滑有限元算法研究，武漢理工大學自主創新研究基金項目，主持，在研。

5.基于光滑有限元的水下復雜彈性結構中低頻聲散射特性研究，上海交通大學海洋工程國家重點實驗室開放基金項目，主持，在研。

6.水下夾芯多層復合材料結構聲-彈耦合計算模型及聲散射特性研究，湖北省自然科學基金委，青年項目，主持，在研。

代表性論文

及著作

[1] Xiangyu You, Wei Li, Yingbin Chai*. A truly meshfree method for solving acoustic problems using local weak form and radial basis functions. Applied Mathematics and Computation, 2020,365: 124694. (ESI 高被引論文, SCI/EI 收錄,影響因子4.091, JCR分區Q1區,通訊作者)

[2]Yingbin Chai, Wei Li, Zuyuan Liu. Analysis of transient wave propagation dynamics using the enriched finite element method with interpolation cover functions. Applied Mathematics and Computation, 2022, 412: 126564. (SCI/EI 收錄,影響因子4.091, JCR分區Q1區,第一作者)

[3] Liming Zhou, Jiye Wang, Mingrui Liu, Ming Li*, Yingbin Chai*. Evaluation of the transient performance of magneto-electro-elastic based structures with the enriched finite element method. 2022, Composite Structures (Accepted). (SCI/EI 收錄,影響因子5.407, JCR分區Q1區,通訊作者)

[4] Qiang Gui, You Zhou, Wei Li, Yingbin Chai*. Analysis of two-dimensional acoustic radiation problems using the finite element with cover functions. Applied Acoustics, 2022, 185: 108408. (SCI/EI 收錄,影響因子2.639, JCR分區Q2區,通訊作者)

[5] Fei Wu, Guo Zhou, Qiyuan Gu, Yingbin Chai*. An enriched finite element method with interpolation cover functions for acoustic analysis in high frequencies. Engineering Analysis with Boundary Elements, 2021, 129: 67–81. (SCI/EI 收錄,影響因子2.964, JCR分區Q2區,通訊作者)

[6] Wei Li, Qifan Zhang, Qiang Gui, Yingbin Chai*. A Coupled FE-Meshfree Triangular Element for Acoustic Radiation Problems. International Journal of Computational Methods, 2021, 18(3): 2041002. (SCI/EI 收錄,影響因子2.139, JCR分區Q2區,通訊作者)

[7]Yingbin Chai, Zhixiong, Wei Li, Yongou Zhang*, Analysis of transient wave propagation in inhomogeneous media using edge-based gradient smoothing technique and bathe time integration method, Engineering Analysis with Boundary Elements, 2020, 120: 211–222. (SCI/EI 收錄,影響因子2.964, JCR分區Q2區,第一作者)

[8]Yingbin Chai, Klaus-Jürgen Bathe*. Transient wave propagation in inhomogeneous media with enriched overlapping triangular elements. Computers and Structures, 2020, 237: 106273. (SCI/EI 收錄,影響因子4.578, JCR分區Q1區,第一作者)

[9]Yingbin Chai, Xiangyu You, Wei Li*. Dispersion Reduction for the Wave Propagation Problems Using a Coupled "FE-Meshfree" Triangular Element. International Journal of Computational Methods, 2020, 17(9): 1950071. (SCI/EI 收錄,影響因子2.139, JCR分區Q2區,第一作者)

[10]Yingbin Chai, Yongou Zhang*. Transient Wave Propagation Dynamics with Edge-Based Smoothed Finite Element Method and Bathe Time Integration Technique. Mathematical Problems in Engineering, 2020, 2020: 7180489. (SCI/EI 收錄,影響因子1.305, JCR分區Q3區,第一作者)

[11]Yingbin Chai, Wei Li, Yongou Zhang*. A Novel Triangular Element with Continuous Nodal Acoustic Pressure Gradient for Acoustic Scattering Problems. Mathematical Problems in Engineering, 2019, 2019: 7436472. (SCI/EI 收錄,影響因子1.305, JCR分區Q3區,第一作者)

[12]Yingbin Chai, Xiangyu You, Wei Li*, Yu Huang, Zhijun Yue, Mingsheng Wang. Application of the edge-based gradient smoothing technique to acoustic radiation and acoustic scattering from rigid and elastic structures in two dimensions. Computers and Structures, 2018, 203: 43–58. (SCI/EI收錄,影響因子4.578, JCR分區Q1區,第一作者)

[13]Yingbin Chai, Zhixiong Gong, Wei Li*, Tianyun Li, Qifan Zhang, Zhihong Zou. Application of Smoothed Finite Element Method to Two-Dimensional Exterior Problems of Acoustic Radiation. International Journal of Computational Methods, 2018, 15(1): 1850029-1-35. (SCI/EI 收錄,影響因子2.139, JCR分區Q2區,第一作者)

[14] Xiangyu You, Wei Li, Yingbin Chai*. Dispersion analysis for acoustic problems using the point interpolation method. Engineering Analysis with Boundary Elements, 2018, 94: 79–93. (SCI/EI 收錄,影響因子2.964, JCR分區Q2區,通訊作者)

[15] Wei Li, Yingbin Chai*, Ming Lei, Tianyun Li, Numerical investigation of the edge-based gradient smoothing technique for exterior Helmholtz equation in two dimensions, Computers & Structures, 2017, 182: 149–164. (SCI/EI 收錄,影響因子4.578, JCR分區Q1區,通訊作者)

[16]Yingbin Chai, Wei Li*, Guirong Liu, Zhixiong Gong, Tianyun Li, A superconvergent alpha finite element method (SαFEM) for static and free vibration analysis of shell structures, Computers & Structures, 2017, 179: 27–47. (SCI/EI 收錄,影響因子4.578, JCR分區Q1區,第一作者)

[17] Wei Li, Zhixiong Gong, Yingbin Chai*, Cong Cheng, Tianyun Li, Qifan Zhang, Mingsheng Wang, Hybrid gradient smoothing technique with discrete shear gap method for shell structures, Computers & Mathematics with Applications, 2017, 74(8): 1826–1855. (SCI/EI 收錄,影響因子3.476, JCR分區Q1區,通訊作者)

[18]Yingbin Chai, Zhixiong Gong, Wei Li*, Tianyun Li, Qifan Zhang, A smoothed finite element method for exterior Helmholtz equation in two dimensions, Engineering Analysis with Boundary Elements, 2017, 86: 237–252. (SCI/EI 收錄,影響因子2.964, JCR分區Q2區,第一作者)

[19]Yingbin Chai, Wei Li*, Zhixiong Gong, Tianyun Li, Hybrid smoothed finite element method for two-dimensional underwater acoustic scattering problems, Ocean Engineering, 2016, 116: 129–141. (SCI/EI 收錄,影響因子3.795, JCR分區Q1區,第一作者)

[20]Yingbin Chai, Wei Li*, Tianyun Li, Zhixiong Gong, Xiangyu You, Analysis of underwater acoustic scattering problems using stable node-based smoothed finite element method, Engineering Analysis with Boundary Elements, 2016, 72: 27–41. (SCI/EI 收錄,影響因子2.964, JCR分區Q2區,第一作者)

[21]Yingbin Chai, Wei Li*, Zhixiong Gong, Tianyun Li, Hybrid smoothed finite element method for two dimensional acoustic radiation problems, Applied Acoustics, 2016, 103: 90–101. (SCI/EI 收錄,影響因子2.639, JCR分區Q2區,第一作者)

[22] Wei Li, Xiangyu You, Yingbin Chai*, Tianyun Li, Edge-based smoothed three-node Mindlin plate element, Journal of Engineering Mechanics, 2016, 142(9): 04016055. (SCI/EI 收錄,影響因子2.620, JCR分區Q2區,通訊作者)

[23] Wei Li, Yingbin Chai*`, Ming Lei, Guirong Liu, Analysis of coupled structural-acoustic problems based on the smoothed finite element method (S-FEM), Engineering Analysis with Boundary Elements, 2014, 42: 84–91. (SCI/EI 收錄,影響因子2.964, JCR分區Q2區,通訊作者)

[24] Wei Li, Yingbin Chai, Zhixiong Gong*, Yao Zhao, PL Marston. Analysis of forward scattering of an acoustical Bessel beam from rigid complicated (nonspherical) structures. Journal of Quantitative Spectroscopy and Radiative Transfer. 2017, 200: 146-162.

[25] Xiangyu You, Yingbin Chai，Wei Li*. A coupled FE-meshfree method for Helmholtz problems using point interpolation shape functions and edge-based gradient smoothing technique. Computers & Structures, 2019, 213, 1-22.

[26] Wei Li, Yingbin Chai, Xiangyu You, Qifan Zhang*. An Edge-Based Smoothed Finite Element Method for Analyzing Stiffened Plates. International Journal of Computational Methods, 2019,1840031.

[27] Zhixiong Gong, Wei Li*, Yingbin Chai, Yao Zhao, Farid G. Mitri. T-matrix method for acoustical Bessel beam scattering from a rigid finite cylinder with spheroidal endcaps. Ocean Engineering, 2017, 129: 507-519.

[28] Zhixiong Gong, Philip L. Marston, Wei Li*, Yingbin Chai. Multipole expansion of acoustical Bessel beams with arbitrary order and location. The Journal of the acoustical of America , 2017, 141(6): EL574-EL578.

[29] Zhixiong Gong, Wei Li*, Farid G. Mitri, Yingbin Chai, Yao Zhao. Arbitrary scattering of an acoustical Bessel beam by a rigid spheroid with large aspect-ratio. Journal of Sound and Vibration, 2016, 383: 233-247.

[30] Zhixiong Gong, Yingbin Chai, Wei Li*. Coupled Analysis of Structural-Acoustic Problems Using the Cell-Based Smoothed Three-Node Mindlin Plate Element . International Journal of Computational Methods , 2016, 13(2): 1640007.

[31] Zhiwei Song, Zhigang Chen, Wei Li*, Yingbin Chai. Parametric instability analysis of a rotating shaft subjected to a periodic axial force by using discrete singular convolution method. Meccanica, 2016 , 52(4-5): 1159-1173.

[32] Zhiwei Song, Zhigang Chen, Wei Li*, Yingbin Chai. Dynamic stability analysis of beams with shear deformation and rotary inertia subjected to periodic axial forces by using discrete singular convolution method. Journal of Engineering Mechanics, 2015, 142: 04015099.

[33] Wei Li*, Zhiwei Song, Yingbin Chai. Discrete singular convolution method for dynamic stability analysis of beams under periodic axial forces. Journal of Engineering Mechanics, 2015,141: 04015033.

[34] Xiangyu You, Yingbin Chai, Wei Li *. Edged-based smoothed point interpolation method for acoustic radiation with perfectly matched layer, Computers & Mathematics with Applications, 2020, 80(6): 1596-1618.

[35]Yingbin Chai, Xiangyu You, Wei Li*. Dispersion Reduction for the Wave Propagation Problems Using A Coupled FE-Meshfree Triangular Element. International Journal of Computational Methods, 2020,1950071.

[36] Wei Li, Yingbin Chai, Qifan Zhang, Renchao Ji. Vibration and Radiation from Underwater Structure in Shallow Water. OCEANS 2016-Shanghai, 2016, 1-5.

[37] Wei Li, Qifan Zhang, Yingbin Chai, Tianyun Li, Zhixiong Gong. An edge-based smoothed finite element method for two-dimensional underwater acoustic scattering problems. OCEANS 2016-Shanghai, 2016, 1-6.

[38] Chunxu Wang, Wei Li, Cong Cheng, Xiangyu You, Yingbin Chai. A superconvergent alpha finite element method (SαFEM) for acoustic problems. 2018 IEEE 8th International Conference on Underwater System Technology, 2018, 1-5.

[39] Shuigen Liu, Zhixiong Gong, Yingbin Chai, Wei Li. Underwater Acoustic Scattering of Bessel Beam by Spherical Shell Using T-matrix Method. IEEE/OES China Ocean Acoustics Symposium,Harbin. China, 2016.

[40] Wei Li, Qifan Zhang, Yingbin Chai. Sound radiation of plate with two opposite sides clamped and other two free using the edgebased smoothed finite element method. The 21st International Congress on Sound and Vibration,13-17th July, 2014, Beijing/China, 2014.

[41]尤小健，李威，柴應彬.基于面光滑有限元法的三維聲傳播問題研究.艦船科學技術，2015，37（12）：104-109.

[42]晉文超，岳智君，李威，李耀飛，柴應彬.基于 α有限元法的二維水下聲散射計算.海洋工程， 2017，35（5）：141-148.

[43]魏克難，李威，雷明，柴應彬.基于耦合邊界元法的水下目標低頻聲散射特性.艦船科學技術，2014，36（10）：32-36.

[44]游翔宇，鄭文成，李威，柴應彬，程聰.基于邊光滑有限元法的加筋板靜力和自由振動分析，計算力學學報，2018，35（1）：28-34.

[45]李威，李諍，柴應彬，韓旭.基于邊光滑有限元法的結構振動與穩定性研究.噪聲與振動控制，2014，34（2）：1-4.

[46]雷明，李威，柴應彬，魏克難.基于邊光滑有限元法的散射聲場數值計算.船海工程， 2014，43（3）：55-58.

所獲獎勵

1. 2019年6月， 論文《聲學混合光滑有限元模型及在水下聲散射中的應用》獲中國造船工程學會全國船舶與海洋工程學科優秀博士學位論文

2. 2020年4月，論文《A smoothed finite element method for exterior Helmholtz equation in two dimensions》被Elsevier出版集團評為2020年高被引論文。

3. 2021年5月，論文《A truly meshfree method for solving acoustic problems using local weak form and radial basis functions》被科睿唯安（Clarivate）基本指標數據庫數據庫（Essential Science Indicators，ESI）評為ESI高被引論文。

國際交流

與合作

與麻省理工學院Klaus-Jürgen Bathe教授有長期合作關系。

招生專業

每年招收碩士研究生2-3名，招收專業為船舶與海洋工程，機械工程，土木工程，結構工程，工程力學等有力學或者聲學背景的相關專業。

畢業生

主要去向

各大船舶設計研究所和船級社等。