肖建华，男，汉族，1962年7月出生，博士研究生学历，教授，河南理工大学测绘学院。

主要研究方向: 大地测量学与现代几何场理论；现代几何场理论与理性力学；

论文情况：

[1] XiaoJianhua. Geometrical field formulation of thermomechanics in rationalmechanics. 2010, arXiv 1004.4332 (physics.gen-ph), 1-39

[2] 肖建华, 建筑结构变形的地震驱动机制探讨, 数学力学物理学高新技术研究进展—2010(13)卷, 科学出版社，2010，308-315

[3] 肖建华, 岩石的多相本构方程及其物性参数与几何形态的演化, 和谐地球上的水工岩石力学(第三届全国水工岩石力学学术会议论文集, 2010,8, 28-29 上海), 同济大学出版社, 2010, 12-15

[4] XiaoJianhua, Thermo-stress and thermo-elastisity determined by heat transportationand medium deformation fields, Pro. 9^th Asian ThermophysicalProperties Conference, Beijing, China,Oct.19-22, 2010, Paper Number. 109225

[5] XiaoJianhua, Fatigue-cracking representation and its evolution for sphericalcontacts, Structural Integrity and Materials Aging in Extreme Conditions, ed. ST Tu, Z D Wang, G C Sih, East China University of Science and Technology Press,2010, p261-268

[6] 肖建华，流变速率型本构关系的理论探讨，中国流变学进展（郑强主编），浙江大学出版社，2010，p26-30

[7] XiaoJian-hua, Hard fling objector contact with surface of fluid as a Ricochet, Mathematical and Computational Applications,15(5), 940-945, 2010   (SCI)

[8] XiaoJianhua, Formulation of Deformation Stress Fields and Constitutive Equations inRational Mechanics, arXiv.1012.5366(physics.gen-ph), 1-32,  2010

[9] XiaoJianhua, Dynamic Evolution Equations for Isolated Smoke Vortexes in RationalMechanics, arXiv.1101.2969 (physics.gen-ph), 1-25, 2011

[10] XiaoJianhua, Geometrical Field Theory of Hamilton Dynamic System in RationalMechanics, arXiv.1105.3320 (physics.gen-ph), 1-32, 2011

[11] XiaoJianhua, Fatigue-cracking evolution of material under load action, S.T Tu, Z.D.Wang, & G.C. Sih (Eds.) ISSI 2011- Structural Integrity in NuclearEngineering, 221-226,

[11] 肖建华. 大变形的混合应力张量和非线性运动方程（英文）[OL].[2012-09-04].中国科技论文在线，http://www.paper.edu.cn/index.php/default/releasepaper/content/201209-22

[12] 肖建华，管内液体边界层引起的液体流变现象理论解，流变学进展（2012），第11届全国流变学学术会议论文集（艾慕阳，张劲军主编），2012，石油工业出版社，245-251

[13] Xiao Jianhua,Fatigue-fracture Mechanism under Larger Stress and Strain Conditions,ISSI-2012, From failure to better design,manufacture and construction, ed. S T Tu, Z D Wang, G C Sih, East ChinaUniversity of Science and Technology Press, 2012, p129-134

[14] 肖建华. 杆的大变形非线性运动方程[OL]. [2012-12-28]. 中国科技论文在线，http://www.paper.edu.cn/releasepaper/content/201212-1172

[15] Xiao Jianhua, WangJingjing. Stress concentration based on non-linear motion equations and itsapplication for non-destructive detection of plate, 13^thInternational Conference on Fracture (ICF13), S37-003, Jun2 16-21,2013,Beijing, China

[16] 肖建华，王晶晶. 平板冲击断裂的几何场理论方程, 第11届全国冲击断裂学学术会议论文集(光盘), 主编: 周刚, 周风华. (陕西咸阳, 2013,8, 14-17)

[17] 王晶晶，肖建华. 由疲劳纹理几何张量数据估算加载的应力, 理化检验，物理分册V.49，增刊2，2013,  p539-542, [2013年全国失效分析学术会议论文集, (大连, 2013, 9, 23-27)]

[18] 肖建华. 圆柱后涡街的理论解[OL].  [2013-12-10].中国科技论文在线，http://www.paper.edu.cn/releasepaper/content/201312-218

[19] 肖建华，王晶晶. 圆柱形试样在剪应变下的理论寿命解[OL]. [2013-12-19]. 中国科技论文在线，http://www.paper.edu.cn/releasepaper/content/201312-571

[20] 肖建华，王晶晶. 圆管中一个方向流体的理论解[EB/OL].北京：中国科技论文在线  [2014-04-29].http://www.paper.edu.cn/releasepaper/content/201404-416

[21]Wang, J. andXiao, J.: Exact Finite Element Formulation of Frenet Formula of Curve inGeospatial Database, Int. Arch. Photogramm. Remote Sens. Spatial Inf. Sci.,XL-4, 291-295, doi:10.5194/isprsarchives-XL-4-291-2014, 2014.

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