TA的每日心情 | 开心
昨天 11:46 |
|---|
|
$ A( V6 x$ U, T( q' k) `9 A
; K# M+ e3 ~( [" A
收藏" c/ W$ b* H* V) H6 e! p
[url=]0 [/url]( k+ J) M7 h5 [8 C
% g- s- h# v+ l- X* b
/ u, c4 `8 s2 \8 c崔向阳 （湖南大学机械与运载工程学院教授） [url=]编辑[/url] 本词条缺少概述图，补充相关内容使词条更完整，还能快速升级，赶紧来[url=]编辑[/url]吧！* b9 e0 O C% Q: t2 [3 t
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]6 s4 G) _# S8 n- O9 Y" p# S
( k" d) ]3 l% p3 _% F7 `6 e
2 f" f# Q6 U5 ]& c% E: o
. j$ \2 m# B6 Z( b; C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
3 m; F$ R* X: I) ]8 n0 J) M3 J4 D目录- ▪ 参与项目
4 学术成果
" B# n: z: g3 p- l% \& x0 M
! f4 G" i/ K4 y
+ @: C* {7 E" Z+ w S* Z' b& C+ G+ j. O# S8 B3 s
+ s3 \/ V( S. o; @: \人物经历[url=]编辑[/url]
6 r) p' @# D9 l+ i& R8 T, } W0 b/ e% S9 ?5 p
教育经历' v/ w: S8 t/ ^- ~
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
3 W6 y8 D( y( r, w* R% h4 i8 |: A2007.8－2009.8 新加坡国立大学机械工程系，联合培养博士生
3 N% \# E1 V/ o) c- _" Y2005.9－2007.8 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) m* K, |# l6 S0 I2 `, A
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 [1]
/ y* I) w0 }) X0 k! h/ R* a) z" |0 e& j$ W& Z
工作经历0 }9 \+ C8 D$ I4 V
2009.10-2012.11 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2 X6 ?/ z) _& z' X1 e, X
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, I: r. w* u) j' _! y! `
2019.01-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
4 m9 a# e7 l/ f3 O) x4 u' _9 g( A2017.09-今 汽车车身先进设计制造国家重点实验室，副主任 [1]
' |. Q) X3 T* ?) j* h8 g! k
& j4 E1 K& y6 h) ^( q3 r5 A学术兼职2 H# \) p/ C* }
国际杂志 “International Journal of Computational Methods”，Guest editor5 Y8 L/ K' S3 B$ [3 J6 k- H* [5 p% [
国际杂志 “PLOS ONE”，Academic Editor( k/ i, j" G7 B7 z% [0 d$ x
国际会议 “The 5th Asia Pacific Congress on Computational Mechanics (APCOM 2013)”，“Smoothed Finite Element Methods”分会场主席7 @7 p$ U* I) h3 l8 _4 ^% S2 D
国际会议“The 7th International Conference on Computational Methods (ICCM2016)”，“Computational Methods in Engineering”分会场主席
: G$ j9 ^+ S( T% U2 R4 r. R0 U国际会议 “The 7th International Conference on Computational Methods(ICCM2016)”，分会场主席 [1]4 C8 M0 X4 Y7 \7 m
) `2 g) Q( y/ _; t$ U6 `
研究领域[url=]编辑[/url]: l% r5 }+ M/ H1 H5 h
学科领域：车辆工程，机械设计及理论，材料成形，计算力学
/ V( h% U! d! a* X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]
5 ~( o: p2 \1 P, l/ t* b. e! P% v
: u; ]; ~, p/ B8 B K# d. f科研项目[url=]编辑[/url]! I, w7 A- [7 B8 m3 a
x6 `& E/ S* j6 b6 q
主持项目
# A' {# I6 x4 \% Z, ], T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”9 ^. B4 H2 n& E6 [
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”
( L" Y6 L+ L- R2 v2 Q) T/ ^0 `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”
4 y; |; S% T1 S7 b+ e2 m! L! n湖南省自然科学基金：“动态大变形问题中的节点积分研究”4 s1 ^+ w9 D0 m2 {& X2 k2 A; H# S
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”6 d: m" z v7 {" b
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”9 k7 G; T0 y% u3 B, u7 e
湖南省青年骨干教师资助项目
. j( x! A! |' I9 a0 U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”
& P, |5 T# n' N/ j' A% k0 [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”' c! m& i4 L- D1 [& c
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”
+ ~6 _( c( F" c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”
" u5 F6 e+ _" L3 Y9 d3 w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”
0 l! W( M4 A6 h4 e M; o: E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] K: W" q. ~6 ^' x( Y2 ]
& q% A* u" C" ?; r$ v
参与项目
$ y( ~, ^1 D# o: X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) a. J! C% |! c" j
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
0 W1 G4 W' Z0 L4 D9 r* D国家973计划：现代设计大型应用软件的可信性研究
4 P5 P. m0 g' L; X, V: F! e国家重点研发计划：轻质材料成形工艺及装配技术研究 [1]
1 p7 J9 s0 M8 \( `# t* b, f+ `% A$ E' b. w0 @6 J9 X
学术成果[url=]编辑[/url]/ U! j) t, h: T# O' m) v
最近3年发表的部分论著
- U* T( b& e, [9 z0 m0 Y( U: u1 b" HLiu 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./ ]# G9 K/ I4 ]% E6 `1 j2 E0 k4 t
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;2 s, w8 ]; t) a& y- {' Z# _+ m$ S
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.
+ i/ B! J" `0 `$ Q6 tH Yang, *XY Cui, S Li, YH Bie. A stable node-based smoothed finite element method for metal forming analysis. Computational Mechanics 2018; 45: q2 k; w P5 g! @+ c
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:
q2 H5 k( J" \; `& VLiu 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.
% P4 `" S* R3 k. [5 E+ T# N3 U: u3 `) wPei 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.
# U0 [' J: M! V+ C% TLiu 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( h" L1 L# J6 v k6 B! d
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.
; i# E- [+ \9 ]( P7 L7 XLi 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.: k0 e' ?- I) |. }
#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.
o& P9 G Q( n+ r! @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: 193-204.7 i$ B8 }% a: Z5 \* S# r* b# Y+ Z
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.
, \3 [/ x( P2 C! @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.$ i' k) S; K3 U: t; Q
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.
/ ?# d$ V5 Z! a, L; F3 oZC 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
! @# }& q, a. j& K! [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.
+ g0 {& d0 G1 OC 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: 667-6843 F# T; @6 h5 t9 m# t
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: 2696-2721.8 z: r1 n" T4 A! R; H4 ^7 ?
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
2 ]9 @1 x+ a) D. F a" _. \6 P! vLi 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.
# Y( M: Y4 V, s$ D/ kYang 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.. R3 o: d8 K6 @
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.: X+ C3 a6 j8 ^) y
*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; 322:351-372.0 m$ j, D/ I" K, o+ U9 E! b0 v
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: 142-152.0 `7 V- V; r& [+ @ y$ Y
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.) }* _2 W- P9 Q/ k, e
*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).
7 c3 P# g6 _# K$ Z, Y, n, bFeng 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., e$ g* X3 g- S6 v, D8 c
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.
" b" M' ]' [9 l/ ]& W$ C7 A$ CFeng 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.# k, r1 }8 c, 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.
3 s# n6 f- ?! F) J*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.
; U2 D) N. c7 D/ _ f+ ?5 s" NHu 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. t6 o1 R" f6 R" V0 T1 @: c
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.
# }% c( r7 V. a" |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.
" f3 I) Y6 I" ?0 ?1 m1 aDa 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.
/ a6 e% W6 G5 CWang 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）$ g! r6 t5 X* l6 [1 p; x' a- F
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: 40-55.1 a) s7 G1 p8 u0 x8 X4 D2 k
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; 105:532-5605 h# ]+ ?6 Z, M! n% ^: ]
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.( ]% w7 ?1 M6 E6 p( z4 e
*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.
. n9 B$ w) {- i: G$ O*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). [- w( {9 A: t
*Cui X Y, Wang G., Li G Y. A nodal integration axisymmetric thin shell model using linear interpolation. Applied Mathematical Modelling2016; 40: 2720-2742.
8 T. y. [+ M7 p/ r: P! r$ q+ D, ]6 w7 l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.) m- Y7 R+ c. T( f* ]% p
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):871-887.4 Z$ l# ^/ c( i
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.
- `6 X7 j7 \5 b5 VFeng 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.- Y. G# Z7 F ~* `
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.. v: v4 N: z j$ L: N
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]
# {, L" |( P. \" A3 p, O, q参考资料- 1.崔向阳 ．湖南大学[引用日期2019-11-09]* S, U2 R% C# {( D0 c
8 i) M0 \/ E! I9 g |
|
发表于 2020-2-21 14:21:00
