崔向阳

崔洪辉河南

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8 n* V: V! B# E# B/ f4 U, n! L1 y* _崔向阳 （湖南大学机械与运载工程学院教授）

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讨论

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9 C0 R. b0 i+ }( p崔向阳，男，博士，湖南大学机械与运载工程学院教授、博士生导师。 [1]

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* A- B$ n. B" r2 M中文名崔向阳毕业院校湖南大学学位/学历博士专业方向机械与运载工程学任职院校湖南大学
目录

• 1
  人物经历
• ▪ 教育经历
• ▪ 工作经历
• ▪ 学术兼职
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• 2
  研究领域
• 3
  科研项目
• ▪ 主持项目
  

• ▪ 参与项目
• 4
  学术成果
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人物经历[url=]编辑[/url]
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. _. ^3 R2 W- _9 e! S) K" f3 d教育经历
) Y' d! b; {, Z, O; r/ {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
2 o: b& V  P; Q/ s" `5 X! f, a2007.8－2009.8 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
  v2 O: X! s* W! }0 ~' J' B2001.9－2005.7 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 [1]

工作经历
3 l6 t) c( J. R: x2009.10-2012.11 湖南大学机械与汽车工程学院/汽车车身先进设计制造国家重点实验室，讲师
2012.12-2019.01 湖南大学机械与汽车工程学院/汽车车身先进设计制造国家重点实验室，副教授
* a* K+ w6 M* e( m6 W- P2019.01-今 湖南大学机械与汽车工程学院/汽车车身先进设计制造国家重点实验室，教授
0 ?7 \0 f0 R- |5 z2017.09-今 汽车车身先进设计制造国家重点实验室，副主任 [1]
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学术兼职
3 I: I7 T! K% N' Z/ _- g国际杂志 “International Journal of Computational Methods”，Guest editor
( J2 F9 M" ~. e0 y* k国际杂志 “PLOS ONE”，Academic Editor
4 I6 V+ U+ \4 h1 Z国际会议 “The 5th Asia Pacific Congress on Computational Mechanics (APCOM 2013)”，“Smoothed Finite Element Methods”分会场主席
国际会议“The 7th International Conference on Computational Methods (ICCM2016)”，“Computational Methods in Engineering”分会场主席
国际会议 “The 7th International Conference on Computational Methods(ICCM2016)”，分会场主席 [1]
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7 a2 V: ^6 e$ h# [研究领域[url=]编辑[/url]
学科领域：车辆工程，机械设计及理论，材料成形，计算力学
研究方向：数值算法理论（光滑有限元法；随机有限元；等几何；无网格法；板壳单元；节点积分）；汽车CAE软件开发与集成技术(汽车结构刚度、强度、模态、NVH分析软件；汽车零部件冲压成形分析软件；汽车碰撞分析软件)；多物理场计算（结构场、电磁场、热学及声学等工程应用及多场耦合计算）；材料成形工艺及机理（电磁成形、3D打印、薄板冲压成形、体积成形等过程的宏观与微观模拟；晶体塑性有限元；多尺度模拟；热处理与组织演变模拟；轻质合金成形机理及本构等）等方面的研究。 [1]
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科研项目[url=]编辑[/url]
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( r! ^1 q- d# i主持项目
国家自然科学基金面上项目：“非结构实体-壳交互单元理论及其在电磁成形中的应用研究”
) Y* Z# Y) |* D$ p" Z. ^国家自然科学基金面上项目：“时空间稳定节点积分算法及其在车身设计制造中的应用研究”
国家自然科学基金青年基金：“连续性二次松弛三角形薄板壳元研究及其在车身设计中的应用”
湖南省自然科学基金：“动态大变形问题中的节点积分研究”
& n4 P$ C1 ?) T' b, I& I% `车身先进设计制造国家重点实验室自由探索项目：“基于压电声子晶体结构的汽车NVH控制研究”
. d: w  D' ~; A; q3 ]. S车身先进设计制造国家重点实验室自由探索项目：“基于非结构网格汽车碰撞软件开发”
湖南省青年骨干教师资助项目
; }% I! R$ [5 M" c  P! m博士后基金：“用于材料成形分析的低阶高精度算法理论研究”
湖南省优博资助项目：“低阶高精度单元理论及其在动态大变形问题中的应用研究”
青年教师科技创新扶持项目：“新型数值算法研究及其在车身设计中的应用”
  k3 p( y2 ~2 j$ k/ Z车车身先进设计制造国家重点实验室人才培育项目：“用于金属塑性成形分析的低阶单元研究”
+ R% b! k: }% t8 p工业装备结构分析国家重点实验室开放基金：“基于梯度光滑低阶单元理论及其在金属塑性成形分析中的应用研究”
电动车辆国家工程实验室开放基金：“节点积分拓扑优化理论及其在车身轻量化中的应用研究” [1]

参与项目
国家重点研发计划：复杂结构介质大尺度形变高精度高效计算
国家自然科学基金重点项目：面向重大工程需求的CAD/CAE一体化高效计算方法
国家973计划：现代设计大型应用软件的可信性研究
国家重点研发计划：轻质材料成形工艺及装配技术研究 [1]
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7 W$ R: m1 p4 a$ u学术成果[url=]编辑[/url]
$ E& v. ?! _: ]" f9 o/ S最近3年发表的部分论著
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.
% G1 Z& F7 y5 Y, ?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;
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.
H Yang, *XY Cui, S Li, YH Bie. A stable node-based smoothed finite element method for metal forming analysis. Computational Mechanics 2018; 45:
& T2 t9 [2 r& o- n. M' c* I. ]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:
# C: ?7 H8 s" D8 ~+ L1 w1 Z+ tLiu 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.
+ O5 v0 D- R9 e9 ^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.
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
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.
" D* u2 L( _$ I1 S# f' R- s5 z6 _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.
. T: Z4 S6 ]9 U$ m2 h6 y$ r#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.
  g; w5 e+ r4 H+ A  d8 eYan 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.
$ S6 \, ^! ?# V5 I" j2 c, }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.
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.
) i5 _( {0 c3 G- i% Y& c/ [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.
( y8 C% P' A* x$ R% o, EZC 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
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.
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
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.
6 H8 U' F; _) S) D( LD 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
5 k4 j  x; [) q% r9 e: \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.
. `6 [- e2 g$ Y. d! OYang 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.
% c8 r3 n" r+ P# [' e+ C3 |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.
* ~3 N+ c& u& _*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.
; c( P0 a6 L" j: s" t( h+ H+ vHu 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.
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.
! A; P  e- \2 l3 @: d7 J( ]4 Q7 B  n*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).
4 \  H. ~& n5 j6 g- aFeng 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.
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.
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.
# V! j% `) F* C2 _2 ~, y*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.
- s, W' U) c5 l6 W! O( s% b* k*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.
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.
, P* u8 F  W+ G' M* l" \! O8 mWang 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.
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.
- h* Q% ]. u7 L9 B+ f. HDa 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.
1 x! L6 r- l! W" O, \- O" G! WWang 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）
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.
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
+ R/ `1 m& ^! VFeng 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.
' K7 {' L- [' V, C9 I*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.
) o1 w  g: A1 O4 K*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).
*Cui X Y, Wang G., Li G Y. A nodal integration axisymmetric thin shell model using linear interpolation. Applied Mathematical Modelling2016; 40: 2720-2742.
( |" `7 R0 {6 u' y6 q/ }! c4 |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.
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.
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.
3 Q6 W. {+ A9 J& sFeng 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.
1 w2 X. H) k1 s# S" I1 eFeng 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.
9 L: ?+ r" D  ^, z8 z5 p: DFeng 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]
( B/ B9 W8 U- s" o: t参考资料

• 1.崔向阳 ．湖南大学[引用日期2019-11-09]
  

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