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张见明

发布于:2018-03-22 星期四 17:53:15 点击数:4927

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基本信息

zjm.jpg

姓名:张见明
系别:
工程力学系
职称/职务:
教授、博士生导师
办公电话:
0731-88823061
移动电话:
13973137836
E-Mail:
zhangjm@hnu.edu.cn
出生年月:
1965年9月
工作单位:
湖南大学汽车车身先进设计制造国家重点实验室
通讯地址:
湖南大学机械与运载工程学院,410082
传真:
0731-88822051
团队网站:
www.5acae.com

教育背景

1985.09-1989.07   西安交通大学工程力学系,大学本科
1998.09-2000.04   清华大学工程力学系,硕士研究生
2000.04-2002.07   清华大学工程力学系,博士研究生

工作履历

1989.07-1995.05   江汉第四石油机械厂,助理工程师
1995.05-2002.10   沙市石油钢管厂,工程师
2002.10-2005.08   日本信州大学机械系统工程系,产学官连携研究员
2005.09-2007.08   日本学术振兴会(JSPS)特别研究员
2007.07-至今     教授, 湖南大学机械与汽车工程学院和汽车车身先进设计制造国家重点实验室

研究领域

专业领域:固体力学、计算力学
主要研究方向:计算机图形算法与三维可视化、CAE软件开发及其在车身设计中的应用、数值计算方法(有限元、边界元、无网格法、快速算法、多尺度分析)

科研项目

1. 国家自然科学基金项目:“任意核函数单元形状源点位置高效高精度奇异和近奇异积分”,主持,起止时间:2018.1-2021.1,经费:75万元。
2. 国家自然科学基金项目:“汽车车身点焊接头及整车疲劳断裂完整实体分析”,主持,起止时间:2015.1-2018.12,经费:92万元。 
3. 国家重点实验室自主研究课题:“工程和科学计算中N体问题快速算法研究及应用”,主持,起止时间:2013.12-2017.10,经费:15万元。 
4. 国家重点实验室自主研究课题:“基于完整实体的齿轮裂纹仿真CAD\CAE一体化研究”,主持,起止时间:2014.1-2015.12,经费:5万元。 
5. 国家自然科学基金项目:“直接基于三维CAD模型的复杂结构高精度应力分析软件开发”,主持,起止时间:2012.1-2015.12,经费:70万元。 
6. 国家自然科学基金项目:“大规模通用快速边界元法及其工程应用”,主持,起止时间:2010.1-2012.12,经费:39万元。 
7. 国家973:“现代设计大型应用软件的可行性研究”,参与研究,起止时间:2010.1-2014.12,经费:580万元。 
8. 国家重大专项子项:“MKW5230A/3*160大型精密数控龙门导轨磨床项目子项”,参与研究,起止时间:2011.01-2012.12,经费:196万元。 
9. 国家重点实验室自主研究课题:“完整实体应力分析方法及软件开发”,主持,起止时间:2011.1-2013.12,经费:15万元。 
10. 国家863计划课题子项目:“外圆磨床相关技术和核心部件的CAE分析”,主持,起止时间:2008-2010,经费:30万元。 
11. 中国水电顾问集团:“基于边界点法的混凝土坝温度徐变应力自动仿真软件开发”,主持,起止时间:2007-2010,经费: 120万元。 
12. 国家重点实验室自主研究课题:“基于产品CAD模型的自动化CAE技术”,主持,起止时间:2008.7-2010.12,经费:14万元。 
13. 国家重点实验室自主研究课题:“大规模线性系统快速直接求解算法研究”,主持,起止时间:2008.7-2010.6,经费:6万元。 
14. 日本学术振兴会项目(JSPS ID No. P05075):“边界类型无网格数值方法开发及其在线性和非线性问题中的应用”,主研,起止时间:2005-2007, 经费:967万日元。 
15. 知的CLUSTER创成事业-远藤碳纳米管项目,分项主研,起止时间:2002-2005, 经费:13亿日元。 
16. 国家自然科学基金项目:“边界元快速算法及其工程应用”,参与研究,项目批准号:10172053,起止时间:2002-2004,经费:30万元。

 

学术成果

研究经历及成果:
1. 直接基于三维CAD模型的复杂结构高精度应力分析软件开发 (湖南大学汽车车身先进设计制造国家重点实验室. 2007-至今) 
成果:
提出完整实体应力分析(Complete Solid Stress Analysis,CSSA)概念。结构分析直接在完整的三维几何实体上进行,不使用任何抽象单元(杆、梁、板、壳等),从而避免几何误差对计算精度影响,同时为分析自动化提供了可能性。
提出边界面法(Boundary Face Method, BFM)。BFM是BIE的一种建立在几何体上的数值实现,利用CAD实体造型系统中边界表征(Brep)数据结构,直接将CAD几何模型作为CAE分析模型,从而自然地将CAE与CAD融为一体。
建立了自适应叉近似算法(Adaptive Cross Approximation, ACA)和分级矩阵(Hierarchical Matrix)高效代数运算库(可在微机上进行500,000自由度的矩阵加、乘、求逆以及LU分解运算)。提出没有迭代的几何投影交叉近似算法(Geometric Projection Cross Approximation, GPCA)。
设计并实现基于BFM的CAE软件框架,包括用户界面系统、提示和报错系统、任意曲面网格全自动生成模块、边界面法和快速算法模块、文件和数据库系统、内存管理系统以及图形及后处理系统等七个大的模块和系统。软件的初级版本已可以解决热传导问题、结构静刚度、强度问题;对声波题、弹性稳定性、裂纹和断裂等复杂物理问题的分析初步实现,另外关于接触问题、弹性动力学问题的工作正在进行。
基于BFM的大体积混凝土温控防裂分析软件开发接近尾声。
2. 边界类型无网格数值方法开发及其在线性和非线性问题中的应用 (日本科学振兴会. 2005-2007) 
成果:
系统地研究了快速多极算法(Fast Multipole Method,FMM) 中的空间分块树结构,并提出了一种新的空间分块方法。新方法适用于任意复杂形状的求解域,并将计算速度平均提高五倍左右。
将杂交边界点法(Hybrid Boundary Node Method,HdBNM) 与对偶互易法(Dual Reciprocity Method,DRM) 结合以求解非均质问题。该方法使用径向基函数并通过控制方程特解的形式将域内积分转换到边界上,从而得到求解非均质问题的一个完全的无网格方法。该方法可以扩展到求解动力问题及非线性问题等。
为了使快速多极算法更有效地求解非均匀节点问题,提出了一种新的自适应多极展开方案。采用该方案可以节省大量内存并提高计算速度。
3. 碳纳米复合材料热性质的数值仿真 (知的远藤项目,日本文部科学省. 2002-2005) 
成果:
将杂交边界点法(Hybrid Boundary Node Method,HdBNM) 与多域算法结合以求解复合材料的热传导问题。研究了碳纳米管的长度和形状对纳米复合材料热性质的影响。
提出并验证了碳纳米复合材料热分析的一个简化数学模型。该模型在不降低计算精度的前提下极大地提高了碳纳米复合材料热分析的计算效率。分析了碳纳米管的分布对纳米复合材料热性质的影响。
用快速多极算法(Fast Multipole Method,FMM) 加快杂交边界点法(Hybrid Boundary Node Method,HdBNM) 的计算速度。用C++语言在Windows平台上开发出一个大规模快速无网格分析软件。该软件可以在微机上求解一百万自由度规模的问题,从而应用于碳纳米复合材料热分析的大规模计算(一个代表体积内随机分布着上百甚至上千个任意复杂形状的碳纳米管)。
4. 无网格法及其应用 (博士论文, 2000-2002)
成果:
       提出了一种新型无网格法:杂交边界点法(Hybrid Boundary Node Method,HdBNM)。并成功地用C++语言将其实现于二维位势问题、平面弹性静力问题、三维位势问题和三维弹性静力问题的求解。 
杂交边界点法利用了移动最小二乘法(Moving Least-squares Approximation,MLS)的无网格特性和无网格局部边界积分方程中的局部化思想,是一种纯无网格法,即:该方法既不需要插值网格,也不需要积分网格,它的输入数据只是求解域边界上的离散分布的点。它可以直接利用CAD造型软件构造的几何模型,前处理过程十分简单。域内未知量的计算也不需要像在边界元法中做的那样,再一次沿边界积分。数值算例表明:该方法不仅计算精度高,而且收敛性好,还可以基于三维弹性理论求解薄型结构。 
5. 螺旋焊管成形过程的仿真模拟及工艺参数优化 (1999)
成果:
        用MSC/Marc软件对螺旋焊管成形过程进行了数值仿真模拟,得到最优化的制造工艺参数,降低了成品的残余应力,从而提高了石油运输管道的性能和使用寿命。 
6. 用多域边界元法分析刚架结构的应力 (硕士论文开题报告, 1998-2000)
7. 玻璃钢抽油杆接头的结构改进  (1997-1998)
成果:
        开发并研制出一种新型玻璃钢抽油杆接头。新接头将玻璃钢抽油杆应力分布均匀化,从而提高使用寿命。试验表明:新接头可以将玻璃钢抽油杆的疲劳循环次数从240万次提高到690万次。 
8. 玻璃钢抽油杆包装箱的有限元分析及结构改进 (1997)
9. 任意形状钢窗型材截面性质的C++计算程序 (1996-1997)
10. 建筑外用电梯的有限元分析 (1996)
11. Instron 疲劳试验机 (操作员和管理员, 1995-1998)
12.沙漠橇装泵的研制与开发 (国家级重大项目, 1994-1995)
成果:
        作为项目组的主要成员,工作涉及撬装泵泵头体的有限元分析和泵头体自增强处理实验研究。该项目圆满完成,并获得中石化总公司新产品开发奖。 
13. 修井机游车大钩的应力测试及有限元分析 (1995)
14. 修井机井架结构改进 (1993-1994) 
成果:
        原井架的设计图纸及制造技术都是从美国引进的。但由于国内井况的特殊性,国产化后的井架在油田作业过程中频繁发生断裂事故。通过对各种载荷工况进行有限元分析,发现井架的应力集中部位和实际作业中的断裂部位一致。最后提出一个结构改进方案,将井架的最大应力降低一半以上。新结构采用后基本上杜绝了油田作业中的断裂事故。 
15. 抽油机支架结构改进 (1991-1992) 
成果:
        编写一套空间刚架结构有限元分析程序、前后处理程序以及抽油机动力分析计算程序。对抽油机机构进行了动力分析,对支架结构进行了刚度强度分析。用方案选择方法,经过反复改进计算,得到一个比原结构重量减轻1/3的新支架结构。新支架结构简单,制造方便,且一次试制成功。采用该结构后每年节省仅钢材费近三十万元。 
16. 抽油机减速箱残余应力测试及振动时效研究 (1990)
17. 大型机械结构应力测试 (1989-1995)
18. 双相合金低周疲劳应力应变响应的有限元分析 (学士论文, 1988-1989)

文章发表:
I.期刊论文
[1]J.M. Zhang, Dong Y, Lin W, et al. A singular element based on dual interpolation BFM for V-shaped notches[J]. Applied Mathematical Modelling, 2019, 71: 208-222.
[2]J.M. Zhang, Shu X, Trevelyan J, et al. A solution approach for contact problems based on the dual interpolation boundary face method[J]. Applied Mathematical Modelling, 2019, 70: 643-658.
[3]J.M. Zhang, Lin W, Dong Y. A dual interpolation boundary face method for elasticity problems[J]. European Journal of Mechanics-A/Solids, 2019, 73: 500-511.
[4]J.M. Zhang, Dong Y, Ju C, et al. A new singular element for evaluating stress intensity factors of V-shaped notches under mixed-mode load[J]. Engineering Analysis with Boundary Elements, 2018, 93: 161-166.
[5]J.M. Zhang, Zhong Y, Dong Y, et al. Expanding element interpolation method for analysis of thin-walled structures[J]. Engineering Analysis with Boundary Elements, 2018, 86: 82-88.
[6]Jianming Zhang, Weicheng Lin, Yunqiao Dong, Chuanming Ju. A double-layer interpolation method for implementation of BEM analysis of problems in potential theory. Applied Mathematical Modelling, 2017, 51:250-269.
[7]Jianming Zhang*, Lei Han, Weicheng Lin, Yunqiao Dong, Chuanming Ju, A New Implementation of BEM by an Expanding Element Interpolation Method, Engineering Analysis with Boundary Elements, 2017, 78:1-7
[8]Jianming Zhang*, Chenjun Lu, Xiuxiu Zhang, Guizhong Xie, Yunqiao Dong, Yuan Li, An Adaptive Element Subdivision Method for Evaluation of Weakly Singular Integrals in 3D BEM, Engineering Analysis with Boundary Elements, 2015, 51:213-219
[9]张见明*,李湘贺,陆陈俊,李光耀,多域边界面法在稳态热传导问题中的应用,湖南大学学报(自然科学版),2014,41(5):58 ~ 64
[10]Jianming Zhang*, Chenjun Lu, Yuan Li, Lei Han, Pan Wang, Guangyao Li. A Domain Renumbering Algorithm for Multi-domain Boundary Face Method, Engineering Analysis with Boundary Elements, 2014, 44:19-27
[11]Jianming Zhang*, Cheng Huang, Chenjun Lu, Lei Han, Pan Wang, Guangyao Li. Automatic Thermal Analysis of Gravity Dams with Fast Boundary Face Method, Engineering Analysis with Boundary Elements, 2014, 41:111-121
[12]张见明*,余列祥,刘路平,基于GPU加速的边界面法正则积分的研究, 湖南大学学报(自然科学版),2013,40(3):41 ~ 45
[13]Jianming Zhang*, Xingshuai Zheng, Chenjun Lu, Guizhong Xie, Guangyao Li. A Geometric Mapping Cross Approximation method, Engineering Analysis with Boundary Elements, 2013, 37:1668-1673
[14]Jianming Zhang*, Chao Zuang, Xianyun Qin, Guangyao Li, Xiaomin Sheng, FMM-accelerated Hybrid Boundary Node Method for Multi-domain Problems, Engineering Analysis with Boundary Elements, 2010, 34:433-439
[15]张见明*,基于边界面法的完整实体应力分析理论与应用,计算机辅助工程,2010,19(3):5 ~ 10
[16]Jianming Zhang*, Xianyun Qin, Xu Han, Guangyao Li, A Boundary Face Method for Potential Problems in Three Dimensions, International Journal for Numerical Methods in Engineering 2009, 80:320–337
[17]Jianming Zhang*, Numerical Simulation of 3-D Potential Problems by Regular Hybrid Boundary Node Method, International Journal for Computational Methods in Engineering Science and Mechanics 2008,9: 111–120
[18]Jianming Zhang*, Multidomain Thermal Simulation of CNT Composites by Hybrid BNM, Numerical Heat Transfer 2008, 53:246-258
[19]Jianming Zhang*, Masataka Tanaka, Fast HdBNM for Large-scale Thermal Analysis of CNT-reinforced Composites, Computational Mechanics, 2008, 41: 777–787
[20]Jianming Zhang, Masataka Tanaka, Adaptive Spatial Decomposition in Fast Multipole Method, Journal of Computational Physics 2007, 226 : 17–28
[21]Jianming Zhang, Masataka Tanaka. Systematic Study of Thermal Properties of CNT Composites by the Fast Multipole Hybrid Boundary Node Method, Engineering Analysis with Boundary Elements 2007, 31: 388–401. 
[22]Jianming Zhang, Masataka Tanaka, An Effective Tree Data Structure in Fast Multipole Method, Transactions of the Japan Society for Computational Methods in Engineering, 2006, 6:17-22
[23]Jianming Zhang, Masataka Tanaka, M. Endo, The Hybrid Boundary Node Method Accelerated by Fast Multipole Method for 3D Potential Problems, International Journal for Numerical Methods in Engineering, 2005, 63: 660-680
[24]Jianming Zhang, Masataka Tanaka*, M. Endo, Accelerating Multi-domain Hybrid Boundary Node Method with Fast Multipole Method, Transactions of the Japan Society for Computational Methods in Engineering, 2005,5:7-12
[25]Jianming Zhang, Masataka Tanaka*, T. Matsumoto, Meshless Analysis of Potential Problems in Three Dimensions with the Hybrid Boundary Node Method, International Journal for Numerical Methods in Engineering, 2004,59: 1147-1160
[26]Jianming Zhang, Masataka Tanaka*, T. Matsumoto, A Simplified Approach for Heat Conduction Analysis of CNT-based Nano-composites, Computer Methods in Applied Mechanics and Engineering, 2004,193: 5597-5609
[27]Jianming Zhang, Masataka Tanaka*, T. Matsumoto, A. Guzik, Heat Conduction Analysis in Bodies Containing Thin-walled Structures by Means of Hybrid BNM with an Application to CNT-based Composites, JSME International Journal Series A: Solid Mechanics and Material Engineering, 2004,47(2):181-188
[28]Jianming Zhang, Masataka Tanaka*, A Tree Data Structure for MLS Approximation on Surfaces, Transactions of the Japan Society for Computational Methods in Engineering, 2004, 4:43-46
[29]Jianming Zhang, Masataka Tanaka*, M. Endo, Fast Hybrid BNM Analysis of Heat Conduction Properties of CNT-based Composites,  Transactions of JASCOME, Journal of Boundary Element Methods, 2004,21:39-44
[30]Jianming Zhang, Zhenhan Yao*, The Meshless Regular Hybrid Boundary Node Method for Three Dimensional Linear Elasticity, Engineering Analysis with Boundary Elements, 2004,28: 525-534
[31]Jianming Zhang, Zhenhan Yao*, Masataka Tanaka, The Meshless Regular Hybrid Boundary Node Method for 2-D Linear Elasticity, Engineering Analysis with Boundary Elements, 2003,27: 259-268
[32]Jianming Zhang, Zhenhan Yao*, Hong Li, A Hybrid Boundary Node Method,  International Journal for Numerical Methods in Engineering, 2002, 53: 751-763
[33]Jianming Zhang, Zhenhan Yao*, Analysis of 2-D Thin Structures by the Meshless Regular Hybrid Boundary Node Method, Acta Mechanica Sinica, 2002, 15(1): 36-44
[34]Jianming Zhang, Zhenhan Yao*, Meshless Regular Hybrid Boundary Node Method, Computer Modeling in Engineering & Sciences, 2001, 2:307-318
[35]张见明*, 姚振汉, 李宏,二维位势问题的杂交边界点法,重庆建筑大学学报,2000,22(6):105 ~ 107
[36]张见明*,修井机井架危险截面部位的结构改进,石油机械,1998,26(6):40 ~ 42
[37]张见明*,修井机井架的应力分析及结构改进,石油矿场机械,1998,27(2):17 ~ 21
[38]张见明*,石油压裂车泵头体应力集中的原因和规律,上海力学,1997, 18(4): 343 ~ 347
[39]张见明*,用方案选择法改进抽油机支架结构,石油机械,1997,25(6): 30 ~ 32

[40]Li Y, J.M. Zhang, Zhong Y, et al. Transient elastodynamic analysis with a combination of convolution quadrature method and pseudo-initial condition method[J]. Engineering Computations, 2018.
[41]Xiaomin Shu, Jianming Zhang*, Lei Han, Yunqiao Dong. A Surface-to-surface Scheme for 3D Contact Problems by Boundary Face Method, Engineering Analysis with Boundary Elements, 2016, 70:23-30
[42]Yudong Zhong, Jianming Zhang*, Yunqiao Dong, Yuan Li, Weicheng Lin and Jinyuan Tang, A Serendipity Triangular Patch for Evaluating Weakly Singular Boundary Integrals, Engineering Analysis with Boundary Elements, 2016, 69:86-92
[43]Xingshuai Zheng, Jianming Zhang*, Kai Xiong, Xiaomin Shu and Lei Han, Boundary Face Method for 3D Contact Problems with Non-conforming Contact Discretization,  Engineering Analysis with Boundary Elements, 2016, 63:40-48
[44]Yuan Li, Jianming Zhang*, Liexiang Yu, Chenjun Lu, Guangyao Li, GPU-accelerated Regular Integration and Singular Integration in Boundary Face Method, Australian Journal of Mechanical Engineering, 2015, 13(3):163-171
[45]Yunqiao Dong, Chenjun Lu, Yuan Li, Jianming Zhang*, Guizhong Xie, Yudong Zhong. Accurate Numerical Evaluation of Domain Integrals in 3D Boundary Element Method for Transient Heat Conduction Problem, Engineering Analysis with Boundary Elements, 2015, 60:89-94
[46]Guangyao Li, Shuaiping Guo, Jianming Zhang*, Yuan Li, Lei Han, Transient Heat Conduction Analysis of Functionally Graded Materials by a Multiple Reciprocity Boundary Face Method, Engineering Analysis with Boundary Elements, 2015, 60:81-88
[47]Yunqiao Dong, Jianming Zhang*, Guizhong Xie, Chenjun Lu, Lei Han and Pan Wang. A General Algorithm for the Numerical Evaluation of Domain integrals in 3D Boundary Element Method for Transient Heat Conduction, Engineering Analysis with Boundary Elements, 2015, 51:30-36
[48]Yunqiao Dong, Jianming Zhang*, Guizhong Xie, Chenjun Lu, Yuan Li, Xu Han and Guangyao Li. A General Algorithm for Evaluating Domain Integrals in 2D Boundary Element Method for Transient Heat Conduction, International Journal of Computational Methods, 2015, 12(2): 1550010
[49]Fenglin Zhou, Yuan Li, Jianming Zhang*, Cheng Huang, Chenjun Lu. A Time Step Amplification Method in Boundary Face Method for Transient Heat Conduction, International Journal of Heat and Mass Transfer, 2015, 84: 671–679
[50]Yuan Li, Jianming Zhang*, Guizhong Xie, Xingshuai Zheng, Shuaiping Guo. Time-domain BEM Analysis for Three-dimensional Elastodynamic Problems with Initial Conditions, Computer Modeling in Engineering and Sciences, 2014, 101(3), 187–206
[51]Guangyao Li, Shuaiping Guo, Jianming Zhang*, Baiping Fei, Yuan Li. Complete Solid Buckling Analysis with Boundary Face Method, Computer Modeling in Engineering and Sciences, 2014, 98(5), 487–508
[52]Guizhong Xie, Jianming Zhang*, Yunqiao Dong, Cheng Huang, Guangyao Li. An Improved Exponential Transformation for Nearly Singular Boundary Element Integrals in Elasticity Problems, International Journal of Solids and Structures, 2014, 51: 1322–1329
[53]Guizhong Xie, Jianming Zhang*, Cheng Huang, Chenjun Lu, Guangyao Li. A Direct Traction Boundary Integral Equation Method for Three-dimension Crack Problems in Infinite and Finite domains, Computational Mechanics, 2014, 53(4): 575–586
[54]Cheng Huang, Jianming Zhang*, Luping Liu, Guangyao Li. A Quality and Efficient Tetrahedral Mesh Generation Method, Australian Journal of Mechanical Engineering, 2013, 11(2): 121–130
[55]Jianping He, Fenglin Zhou, Jianming Zhang*, Luping Liu, Guangyao Li. Application of the Boundary Face Method for Thermal Analysis in Dam Construction, Australian Journal of Mechanical Engineering, 2013, 11(1) :11–18
[56]Xianhui Wang, Jianming Zhang*, Fenglin Zhou. Application of the Boundary Face Method to Solve the 3D Acoustic Wave Problems, Australian Journal of Mechanical Engineering, 2013, 11(1):21-28
[57]Guizhong Xie, Jianming Zhang*, Cheng Huang, Chenjun Lu, Guangyao Li. Calculation of Nearly Singular Boundary Element Integrals in Thin Structures Using an Improved Exponential Transformation, Computer Modeling in Engineering & Sciences, 2013, 94(2):139-157
[58]Xianhui Wang, Jianming Zhang*, Xingshuai Zheng, Fenglin Zhou. Half Space Acoustic Problems Analysis by Fast Multipole Boundary Face Method, Computer Modeling in Engineering & Sciences, 2013, 93(1):69-90
[59]Xianhui Wang, Chenjun Lu, Fenglin Zhou, Xingshuai Zheng, Jianming Zhang*. Acoustic Problems Analysis of 3D Solid with Small Holes by Fast Multipole Boundary Face Method, Engineering Analysis with Boundary Elements, 2013, 37: 1703–1711
[60]Guizhong Xie, Fenglin Zhou, Jianming Zhang*, Xingshuai Zheng, Cheng Huang, New Variable Transformations for Evaluating Nearly Singular Integrals in 3D Boundary Element Method, Engineering Analysis with Boundary Elements, 2013, 37: 1169–1178
[61]Fenglin Zhou, Guizhong Xie, Jianming Zhang*, Xingshuai Zheng. Transient Heat Conduction Analysis of Solids with Small Open-ended Tubular Cavities by Boundary Face Method, Engineering Analysis with Boundary Elements, 2013, 37542–550
[62]Shuaiping Guo, Jianming Zhang*, Guangyao Li, Fenglin Zhou. Three-dimensional Transient Heat Conduction Analysis by Laplace Transformation and Multiple Reciprocity Boundary Face Method, Engineering Analysis with Boundary Elements, 2013, 37: 15–22
[63]Xianhui Wang, Jianming Zhang*, Fenglin Zhou, Xingshuai Zheng. An Adaptive Fast Multipole Boundary Face Method with Higher Order Elements for Acoustic Problems in Three-dimension, Engineering Analysis with Boundary Elements, 2013, 37: 114–152
[64]Xianyun Qin, Jianming Zhang*, Luping Liu, Guangyao Li. Steady-state Heat Conduction Analysis of Solids with Small Open-ended Tubular Holes by BFM, International Journal of Heat and Mass Transfer, 2012, 55: 6846-6853
[65]Cheng Huang, Jianming Zhang*, Xianyun Qin, Chenjun Lu, Xiaomin Sheng, Guangyao Li, Stress Analysis of Solids with Open-ended Tubular Holes by BFM, Engineering Analysis with Boundary Elements, 2012, 36: 1908–1916
[66]Fenglin Zhou, Jianming Zhang*, Xiaomin Sheng, Guangyao Li. A Dual Reciprocity Boundary Face Method for 3D Non-homogeneous Elasticity Problems, Engineering Analysis with Boundary Elements, 2012, 36: 1301–1310
[67]Jinliang Gu, Jianming Zhang*, Guangyao Li, Isogeometric Analysis in BIE for 3-D Potential Problem, Engineering Analysis with Boundary Elements, 2012, 36: 858–865
[68]Chao Zhuang, Jianming Zhang*, Xianyun Qin, Fenglin Zhou, Guangyao Li. Integration of Subdivision Method into Boundary Element Analysis, International Journal of Computational Methods, 2012, 9(1): 1240019/1–1240019/11
[69]Jinliang Gu, Jianming Zhang*, Xiaomin Sheng. The Boundary Face Method with Variable Approximationed by B-Spline Basis Function, International Journal of Computational Methods, 2012, 9(1): 1240009/1–1240009/10
[70]郭新强,张见明*,覃先云,穆东辉,宋乔,基于黎曼度量参数曲面四边形网格生成方法及UG实现,图学学报,2012,33(3):17 ~ 23
[71]Xianyun Qin, Jianming Zhang*, Guizhong Xie, Fenglin Zhou, Guangyao Li. A General Algorithm for the Numerical Evaluation of Nearly Singular Integrals on 3D Boundary Element, Journal of Computational and Applied Mathematics, 2011, 235: 4174–4186
[72]Jinliang Gu, Jianming Zhang*, Xiaomin Sheng, Guanyao Li. B-spline Approximation In Boundary Face Method for three dimensional Linear Elasticity, Engineering Analysis with Boundary Elements, 2011, 35: 1159–1167
[73]Fenglin Zhou, Jianming Zhang*, Xiaomin Sheng, Guangyao Li. Shape Variable Radial Basis Function and its Application in Dual Reciprocity Boundary Face Method, Engineering Analysis with Boundary Elements, 2011, 35: 244–252
[74]Guizhong Xie, Jianming Zhang*, Xianyun Qin, Guangyao Li. New Variable Transformations for Evaluating Nearly Singular Integrals in 2D Boundary Element Method, Engineering Analysis with Boundary Elements, 2011, 35:811-817
[75]覃先云,张见明*,李光耀,边界面法分析三维实体线弹性问题,固体力学学报,2011,32(5):500 ~ 506
[76]覃先云,张见明*,庄超,基于参数曲面三维势问题的边界面法,计算力学学报,2011,28(3):326 ~ 331
[77]宋敏,张见明*,覃先云,边界面法数值结果的云图表征,工程图学学报, 2011,2:127 ~ 131
[78]Xianyun Qin, Jianming Zhang*, Guangyao Li, Xiaomin Sheng. An Element Implementation of the Boundary Face Method for 3D Potential Problems, Engineering Analysis with Boundary Elements, 2010, 34: 934–943
[79]宋敏,覃先云,张见明*,何建平,快速杂交边界点法在水坝热传导分析中的应用,水利水电科技进展,2010,30(1):27 ~ 29.
[80]宋敏,张见明*,覃先云,基于格网DEM的自适应等值线图及UG实现,微计算机信息,2010,26(10-3):181 ~ 183
[81]朱敏,张见明*,盛晓敏,穆东辉,宋乔,磨床床身非线性频率分析研究,制造技术与机床,2010,9:71 ~ 75
[82]李宏, 张见明*,  螺旋焊管成形过程的有限元分析, 石油机械,2001,29(30):30 ~ 32
[83]Masataka Tanaka*, Jianming Zhang, H. Shirasaka, Application of Hybrid Boundary Node method (HdBNM) to steady-state heat conduction in inhomogeneous problem, Transactions of the Japan Society for Computational Methods in Engineering, 2006,6:23-26
[84]Masataka Tanaka*, Jianming Zhang, Large-scale Thermal Analysis of Composites Embedded with CNTs of Arbitrary Shapes and Random Distribution, Transactions of the Japan Society for Computational Methods in Engineering, 2005, 5:107-112
[85]Masataka Tanaka*, Jianming Zhang, T. Matsumoto, A Guzik, Evaluation of Heat Conducting Properties of Curved-CNT Composites by the Hybrid BNM,  Transactions of the Japan Society for Computational Methods in Engineering, 2003,3:45-48
[86]Masataka Tanaka*, Jianming Zhang, T. Matsumoto, Boundary-type Meshless Solutions of Potential Problems: Comparison between singular and regular formulations in hybrid BNM, Transactions of JASCOME, Journal of Boundary Element Methods, 2003,20:21-26
II.会议论文
[1]Jianming Zhang*, Chenjun Lu, Yudong Zhong, Guizhong Xie, Yunqiao Dong. An adaptive element subdivision technique for evaluating 3D weakly singular boundary integrals. The 37th International Conference on Boundary Elements and other Mesh Reduction Methods, New Forest, UK, 2014.9.8-9.10
[2]Jianming Zhang*, An automatic simulation tool for thermal analysis of gravity dams by BFM, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[3]张见明*,基于快速边界面的全自动CAE软件开发进展, 第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering,长沙,中国,2012.5.25-5.28
[4]Jianming Zhang*, Large-scale reservoir/dam analyseis using fast BEM, Boundary Element Method: Bridging Education and Industrial Applications, Minneapolis, USA, 2012 .4.23-4.26
[5]Jianming Zhang*, Automatic structural analysis with boundary face method and adaptive cross approximation, Third International Symposium on Computational Mechanics, Taipei, Taiwan, 2011.12.5-12.7
[6]Jianming Zhang*, It is time to develop analysis tools based on boundary integral equation, The International Conference on Computational Methods, Zhangjiajie, China, 2010.11.19-11.21
[7]Jianming Zhang*, The boundary face method accelerated by hierarchical matrix and ACA, Third Asia-Pacific international Conference on Computational Methods in Engineering. Nanjing, China, 2009.10.18-10.22
[8]Jianming Zhang*, The fast HdBNM: a way toward automatic simulation, The Fourth ICCES Special Symposium on MESHLESS METHODS. Suzhou, China, 2008.10.13-10.17
[9]Yunqiao Dong, Jianming Zhang*, Han Lei, A novel singular element for evaluating 3D stress intensity factor of the through-thickness crack, International Journal of Computational Methods and Experimental Measurements, Siena, Italy, 2016.9.20-9.22.
[10]Yunqiao Dong, Jianming Zhang*, Guizhong Xie, Chenjun Lu, Lei Han, Pan Wang. A new method for the numerical evaluation of domain integrals in a 3D boundary element method for transient heat conduction, The 37th International Conference on Boundary Elements and other Mesh Reduction Methods, New Forest, UK, 2014.9.8-9.10.
[11]Cheng Huang, Jianming Zhang*, Automatic hybrid mesh generation for boundary face method, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[12]Chenjun Lu, Jianming Zhang*, Treatment for geometry noise in mesh generation for welded tubular Y-joints in BFM, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[13]Guizhong Xie, Jianming Zhang*, Application of exponential transformation coupled with adaptive subdivision technique for nearly singular boundary integrals in elasticity problems, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[14]Shuaiping Guo, Guangyao Li, Jianming Zhang*, Multiple reciprocity boundary face method for transient heat conduction in Functionally graded materials, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[15]Xingshuai Zheng, Jianming Zhang*, A geometric cross approximation method, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[16]Xianghe Li, Jianming Zhang*, Yuan Li, The application of multi-domain boundary face method in steady state heat conduction problem, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[17]Yuan Li, Jianming Zhang*, A comparative study of time domain BEM for 3D elastodynamic analysis, The 36th International Conference on Boundary Elements and other Mesh Reduction Methods, Dalian, 2013.10.22-10.24
[18]覃先云,张见明*,用边界面法分析含有孔洞结构的稳态传热问题,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[19]陆陈俊,张见明*,边界面法中网格划分的细小特征的处理,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[20]王现辉,张见明*,应用边界面法及快速多级子边界面法求解声学辐射和散射问题,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[21]周枫林,张见明*,含有细小孔洞结构上的瞬态传热分析,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[22]谢贵重,张见明*,线弹性断裂力学边界元超奇异积分及其处理方法,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[23]郭帅平,张见明*,瞬态传热分析中的域内积分的转化,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[24]余列祥,张见明*,基于CUDA高性能并行计算的边界面法研究,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[25]费柏平,张见明*,基于三维弹性屈曲分析的边界面法实现,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[26]黄橙,张见明*,用于边界面法的含有细小管道三维实体的混合网格生成方法,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[27]庄超,张见明*,基于ParaView和ExodusII的边界面法后处理,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[28]李源,张见明*,基于边界面法的瞬态弹性动力学分析,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[29]郑兴帅,张见明*,边界面法在弹性共形接触问题中的应用,第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering, 长沙,中国,2012.5.25~5.28
[30]覃先云, 张见明*,边界面法分析任意薄型结构线弹性问题,中国力学大会-2011 暨钱学森诞辰100 周年纪念大会,哈尔滨,中国,2011.8.22~8.24
[31]周枫林,张见明*,双互易边界面法求解非齐次问题, 中国力学大会-2011 暨钱学森诞辰100 周年纪念大会,哈尔滨,中国. 2011.8.22~8.24
[32]Xianyun Qin, Jianming Zhang*, Analysis of shell-like structures with boundary face method based on 3D elasticity, Third International Symposium on Computational Mechanics, Taipei, Taiwan, 2011.12.5-12.7
[33]Cheng Huang, Jianming Zhang*, An efficient tetrahedral mesh generation approach for boundary face method, Third International Symposium on Computational Mechanics, Taipei, Taiwan, 2011.12.5-12.7
[34]Fenglin Zhou, Jianming Zhang*, Dual reciprocity boundary face method for nonhomogeneous problems, Third International Symposium on Computational Mechanics, Taipei, Taiwan, 2011.12.5-12.7
[35]Xianyun Qin, Jianming Zhang*, An improved distance transformation method for the numerical evaluation of nearly singular integrals on 3D boundary element, The International Conference on Computational Methods, Zhangjiajie, China, 2010.11.19-11.21 
[36]Fenglin Zhou, Jianming Zhang*, Dual reciprocity boundary face method for solving inhomogeneous elasticity problem, The International Conference on Computational Methods, Zhangjiajie, China. 2010 .11.19-11.21
[37]Jinliang Gu, Jianming Zhang*, The boundary face method with variable approximation by B-spline basis function, The International Conference on Computational Methods, Zhangjiajie, China. 2010 .11.19-11.21
[38]Zhuang Chao, Jianming Zhang*, Integration of subdivision methods and boundary element analysis, The International Conference on Computational Methods, Zhangjiajie, China, 2010 11.19-11.21
[39]Guizhong Xie, Jianming Zhang*, New variable transformations for evaluating nearly singular integrals in 2D boundary element method, The International Conference on Computational Methods, Zhangjiajie, China, 2010 .11.19-11.21
[40]Xianyun Qin, Jianming Zhang*, A finite element implementation of the boundary face method for potential problems in three dimensions, Third Asia-Pacific international Conference on Computational Methods in Engineering, Nanjing, China. 2009 .10.18-10.22
[41]Fenglin Zhou, Jianming Zhang*, RBFs with spatially variable shape parameters and optimized knot locations, Third Asia-Pacific international Conference on Computational Methods in Engineering. Nanjing, China, 2009 .10.18-10.22
[42]Jinliang Gu, Jianming Zhang*, The boundary face method with variable approximation by B-spline basis functions,Third Asia-Pacific international Conference on Computational Methods in Engineering, Nanjing, China. 2009 .10.18-10.22
III.会议报告
[1]Jianming Zhang, A Novel Singular Element For Evaluating 3D Stress Intensity Factor Of The Through-thickness Crack. The 39th International Conference on Boundary Elements and Other Mesh Reduction Methods, Siena, Italy, 2016.9.20-9.22
[2]Jianming Zhang, Multi-domain Boundary Face Method for Thermal Analysis of Gravity Dams and Its Possible Implementation by DD, The Domain Decomposition Methods for PDEs workshop, Halifax, Canada, 2015.8.3-8.8
[3]Jianming Zhang, An Automatic Simulation Tool for Thermal Analysis of Gravity Dams by BFM, The 36th International Conference on Boundary Elements and Other Mesh Reduction Methods, Dalian, 2013.10.22-10.24, Plenary Lecture(大会报告)
[4]张见明,基于快速边界面的全自动CAE软件开发进展, 第10届全国工程计算方法学术会议暨Global Chinese Workshop on Computational Methods in Engineering,长沙,中国,2012.5.25-5.28
[5]Jianming Zhang, Large-scale Reservoir/dam Analyseis Using Fast BEM, Boundary Element Method: Bridging Education and Industrial Applications, Minneapolis,USA, 2012 .4.23-4.26
[6]Jianming Zhang, Automatic Structural Analysis with Boundary Face Method and Adaptive Cross Approximation, Third International Symposium on Computational Mechanics, Taipei, Taiwan, 2011.12.5-12.7
[7]Jianming Zhang, It is time to Develop Analysis Tools Based on Boundary Integral Equation, The International Conference on Computational Methods, Zhangjiajie, China, 2010.11.19-11.21
[8]Jianming Zhang, The Boundary Face Method Accelerated by Hierarchical Matrix and ACA, Third Asia-Pacific international Conference on Computational Methods in Engineering. Nanjing, China, 2009.10.18-10.22
[9]Jianming Zhang, The Fast HdBNM: A Way Toward Automatic Simulation, The Fourth ICCES Special Symposium on MESHLESS METHODS. Suzhou, China, 2008.10.13-10.17

给学生们的寄语:
Huineng, one of the greatest Buddhist monks in Chinese history, pointed to the moon with his index finger, and said to the nun Wuzangni: “My finger is indicating to you where the moon is. But by only looking at my finger, you would never see the moon.”

According to my observation, there are two main types of motivation for learning. One is to obtain higher grades in examinations; the other is to understand nature because of an inner interest and desire to think creatively. Different motivation leads to a different learning attitude and approach. Students with the first type of motivation seldom relate the theory they learnt to their experience. They would just try to memorize and recognize patterns in well-defined problems, and then to fit those patterns into any given problems. Using this approach, they may be able to easily score highly in examinations without really understanding the concepts. However, after examination they would return all that they have learnt (or more precisely, memorized) to their teachers. On the contrary, the students with the second type of motivation for learning have built in their brain a systematic cognitive structure that represents an image of nature. Whenever they learn, they use new knowledge to expand and simplify the structure. (Science has the advantage of using relatively few concepts and rules to describe nature.) Therefore, the knowledge they have learnt, old and new, theoretical and empirical, is merged and integrated into one. To them, textbook is merely a means for acquiring knowledge, not the end.

Based on the observation above, I believe that a good teacher should strive to achieve the following objectives:
1. Create a cooperative but challenging atmosphere in order to nurture students’ interest in nature and love of learning. Encourage the joy of grasping a new idea. Too much focus on grading details may kill the joy of learning.
2. Discourage rote learning. Be clear, fair, and consistent in administrative and class management so that students are encouraged to learn.
3. Visualize abstract concepts, explain how concepts are derived from natural phenomena, and develop intuitive feelings for concepts. (Mechanics concepts are usually abstract, and in my opinion, creative thinking is impossible without intuition.)
4. Whenever possible, engage the students in research, letting them not only see established results, but also allow them to experience the thrill of discovering new ones.

 

奖励与荣誉

第十一届湖南大学“长丰奖励基金”优秀教师奖,2016
杜庆华工程计算方法奖,中国力学协会,一等奖,2012
日本科学振兴会(JSPS)研究员奖,2004
清华大学优秀博士论文奖,清华大学,2004
林家翘应用数学奖,清华大学,2001