姓名:崔向阳

系别:车辆工程系

职称/职务:教授、博士生导师

E-mail:cui435@163.com

2019.01-今湖南大学，教授

2017.09-今整车先进设计制造技术全国重点实验室，副主任

2012.12-2019.01湖南大学，副教授

2009.10-2012.11湖南大学，讲师

2009.8－2011.9湖南大学汽车车身先进设计制造国家重点实验室，博士研究生

2007.8－2009.8新加坡国立大学机械工程系，联合培养博士生

2005.9－2007.8湖南大学汽车车身先进设计制造国家重点实验室，硕士研究生

2001.9－2005.7湖南大学机械与汽车工程学院，机械设计制造及其自动化专业，本科

主持的科研项目：

科技重大攻关专项2项；国家重点研发课题1项，国家科技部揭榜挂帅项目1项，国家自然科学基金3项等

发表论文：

[1]Liu P W,Wang Z,Xiao Y H,Horstemeyer M F,*Cui X.Y.,*Chen L.Insight into the mechanisms of columnar to equiaxed grain transition during metallic additive manufacturing.Additive Manufacturing 2019;26:22-29.

[2]Li S,Tian L,*Cui X Y.Phase field crack model with diffuse description for fracture problem and implementation in engineering applications.Advances in Engineering Software 2019;https://doi.org/10.1016/j.advengsoft.2018.09.005

[3]C.S Ding,X.B Hu,*X.Y Cui,G.Y.Li,Y.Cai,K.K.Tamma.Isogeometric generalized n th order perturbation-based stochastic method for exact geometric modeling of(composite)structures:Static and dynamic analysis with random material parameters.Computer Methods in Applied Mechanics and Engineering 2019;346:1002-1024.

[4]H Yang,*XY Cui,S Li,YH Bie.A stable node-based smoothed finite element method for metal forming analysis.Computational Mechanics 2018;45:https://doi.org/10.1007/s 00466-018-1641-2.

[5]C.S Ding,R.Deokar,*X.Y Cui,G.Y.Li,Y.Cai,K.K.Tamma.Proper orthogonal decomposition and Monte Carlo based isogeometric stochastic method for material,geometric and force multi-dimensional uncertainties.Computational Mechanics 2018;45:https://doi.org/10.1007/s00466-018-1607-4.

[6]Liu P W,*Cui X.Y.,Deng J.S.,Li S.,Li Z.C,Chen L.Investigation of thermal responses during metallic additive manufacturing using a“Tri-Prism”fnite element method.International Journal of Thermal Sciences 2019;136:217-229.

[7]Pei Y.J.,*Cui X Y.A novel triangular prism element based on smoothed finite element method.International Journal of Computational Methods 2018;15(7):1850058.

[8]Liu P W,*Cui X.Y.,Wang G.,Wang Z.,Chen L.An accurate and efficient scheme for linear and nonlinear analyses based on a gradient-weighted technique.International Journal of Non-Linear Mechanics 2018;105:9-19

[9]Li S.,*Cui X.Y.An edge-based smoothed finite element method for nonlinear magnetostatic and eddy current analysis.Applied Mathematical Modelling 2018;62:287-302.

[10]Li S.,*Cui X.Y.Li G.Y.Modelling and demonstration of electromagnetically assisted stamping system using an interactive mapping method.International Journal of Mechanical Sciences 2018;144:312-323.

[11]#Liu P W,#Ji Y.Z.,Wang Z,Antonysamy A.A,Chen L Q,*Cui X.Y.,*Chen L.Investigation on evolution mechanisms of site-specific grain structures during metal additive manufacturing.Journal of Materials Processing Technology 2018;257:191-202.

[12]Yan H.H.,Bie Y.H.,*Cui X Y,Xiong G.P.,*Chen L.A computational investigation of thermal effect on lithium dendrite growth.Energy Conversion and Management 2018;161:193-204.

[13]Hu X,*Cui X Y,Zhang Q Y,Wang G,Li G Y.Dispersion error analysis of stable node-based finite element method for the helmholtz equation.Communications in Computational Physics.2018;23(3):795-821.

[14]Bie Y.H.,*Cui X Y,Li Z.C.A coupling approach of state-based peridynamics with node-based smoothed finite element method.Computer Methods in Applied Mechanics and Engineering 2018;331:675-700.

[15]邓家善,裴泳杰,王海波,崔向阳.基于动力学联合仿真的清筛机耙齿磨损分析[J].计算机辅助工程,2018,27(3):15-20.

[16]ZC Li,XY Cui,*Y Cai.Analysis of heat transfer problems using a novel low-order FEM based on gradient weighted operation.International Journal of Thermal Sciences 2018;132:52-64

[17]Cai Y.,Cui X Y,*Li G.Y,Liu W Y.A parallel finite element procedure for contact-impact problems using edge-based smooth triangular element and GPU.Computer Physics Communications 2018;225:47-58.

[18]C Ding,X Cui,RR Deokar,G Li,*Y Cai,KK Tamma.An isogeometric independent coefficients(IGA-IC)reduced order method for accurate and efficient transient nonlinear heat conduction analysis.Numerical Heat Transfer,Part A:Applications 2018;73:667-684

[19]C Ding,X Cui,G.X.Huang,G Li,KK Tamma,*Y Cai.A gradient-based shape optimization scheme via isogeometric exact reanalysis.Engineering Computations 2018;35:2696-2721.

[20]D Da,X Cui,K Long,G Huang,*G Li.Design of material microstructures for maximum effective elastic modulus and macrostructures.Engineering Computations 2018;35(2):622-640

[21]Li S.,*Cui X Y,Wang G.Bending and vibration analyses of plate and shell using an element decomposition method.Engineering Computations 2018;35:287-314.

[22]Yang T.J.,*Cui X Y.A random field model based on nodal integration domain for stochastic analysis of heat transfer problems.International Journal of Thermal Sciences 2017;122:231-247.

[23]Li S.,*Cui X Y,Li G.Y.Multi-physics analysis of electromagnetic forming process using an edge-based smoothed finite element method.International Journal of Mechanical Sciences 2017;134:244-252.

[24]*Cui X Y,Hu X B,Zeng Y.A copula-based perturbation stochastic method for fiber-reinforced composite structures with correlations.Computer Methods in Applied Mechanics and Engineering 2017;322:351-372.

[25]Hu X,*Cui X Y,Zhang Q Y,Wang G,Li G Y,The stable node-based smoothed finite element method for analyzing acoustic radiation problems.Engineering Analysis with Boundary Elements 2017;80:142-152.

[26]Da D C,Chen J H,*Cui X Y,*Li G.Y,Design of materials using hybrid cellular automata.Structural and Multidisciplinary Optimization 2017;56:131-137.

[27]*Cui X Y,Tian L.A central point-based discrete shear gap method for plates and shells analysis using triangular elements.International Journal of Applied Mechanics 2017;9(4):1750055(30pages).

[28]Feng H.,*Cui X Y,Li G.Y.Coupled-field simulation of electromagnetic tube forming process using a stable nodal integration method.International Journal of Mechanical Sciences 2017;128-129:332-344.

[29]Ding C X,*Cui X Y,Huang G X,Li G.Y,Tamma K.K.Exact and efficient isogeometric reanalysis of accurate shape and boundary modifications.Computer Methods in Applied Mechanics and Engineering 2017;318:619-635.

[30]Feng H,*Cui X Y,Li G.Y.A stable nodal integration method for static and quasi-static electromagnetic field computation.Journal of Computational Physics 2017;336:580-594.

[31]*Cui X Y,Li S,Feng H.,Li G.Y.A triangular prism solid and shell interactive mapping element for electromagnetic sheet metal forming process.Journal of Computational Physics 2017;336:192-211.

[32]*Cui X Y,Hu X,Wang G,Li G Y,An accurate and efficient scheme for acoustic-structure interaction problems based on unstructured mesh.Computer Methods in Applied Mechanics and Engineering 2017;317:1122-1145.

[33]Hu X B,*Cui X Y,Liang Z.M,Li G Y.The performance prediction and optimization of the fiber-reinforced composite structure with uncertain parameters.Composite Structures 2017;164:207-218.

[34]Wang G.,*Cui X Y,*Li G.Y.Acoustic simulation using a novel approach for reducing dispersion error.International Journal for Numerical Methods in Fluids.2017;84:109-134.

[35]Li S,*Cui X Y,Feng H.,Wang G.An electromagnetic forming analysis modelling using nodal integration axisymmetric thin shell.Journal of Materials Processing Technology 2017;244:62-72.

[36]Da D C,Cui X Y,Long K,*Li G.Y.Concurrent topological design of composite structures and the underlying multi-phase materials.Computers&Structures,2017;179:1-14.

[37]Wang G.,*Cui X Y,*Li G.Y.An element decomposition method for the Helmholtz equation.Communications in Computational Physics.2016;20(5):1258-1282.（2区，IF=1.762）

[38]Hu X B,*Cui X Y,Feng H,Li G Y.Stochastic analysis using the generalized perturbation stable node-based smoothed finite element method.Engineering Analysis with Boundary Elements 2016;70:40-55.

[39]Wang G.,*Cui X Y,Li G Y.A rotation free shell formulation using nodal integration for static and dynamic analyses of structures.International Journal for Numerical Methods in Engineering 2016;105:532-560

[40]Feng S.Z.,*Cui X Y,Li A.M.Fast and efficient analysis of transient nonlinear heat conduction problems using combined approximations(CA)method.International Journal of Heat and Mass Transfer 2016;97:638-644.

[41]*Cui X Y,Li Z.C,Feng H,Feng S Z.Steady and transient heat transfer analysis using a stable node-based smoothed finite element method.International Journal of Thermal Sciences 2016;110:12-25.

[42]*Cui X Y,Hu X B,Li G Y,Liu G R.A Modified Smoothed Finite Element Method for Static and Free Vibration Analysis of Solid Mechanics.International Journal of Computational methods 2016,13(4)1650043(31 pages).

[43]*Cui X Y,Wang G.,Li G Y.A nodal integration axisymmetric thin shell model using linear interpolation.Applied Mathematical Modelling2016;40:2720-2742.

[44]崔向阳，胡鑫，王刚，李光耀.二维声学数值计算的梯度最小二乘加权.机械工程学报2016;52(15):52-58.

[45]Ding C S,Cui X Y,*Li G Y.Accurate analysis and thickness optimization of tailor rolled blanks based on isogeometric analysis.Structural and Multidisciplinary Optimization 2016;54(4):871-887.

[46]Ding C S,Cui X Y,Li C,*Li G Y,Wang G.P.A multi-level refinement adaptive scheme with high efficiency and accuracy.Engineering Computations 2016;33:2216-2236.

[47]Feng H.,Cui X Y,*Li G Y.A stable nodal integration method with strain gradient for static and dynamic analysis of solid mechanics.Engineering Analysis with Boundary Elements 2016;62:78-92.

[48]Feng S.Z.,Cui X Y,*Chen F.,Li A.M.,Liu S.Z.,Meng D.Y.An edge/face-based smoothed radial point interpolation method for static analysis of structures.Engineering Analysis with Boundary Elements 2016;68:1-10.

[49]Feng S.Z.,Cui X Y,*Li A.M.,Xie G.Z.A face-based smoothed point interpolation method(FS-PIM)for analysis of nonlinear heat conduction in multi-material bodies.International Journal of Thermal Sciences 2016;100:430-437.

[1]湖南省科技创新领军人才

[2]长沙市创新创业领军人才