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个人简介

教育经历 1976/12-1979/12,西北电讯工程学院,无线电结构设备与工艺专业,大学 1980/9-1983/3,华中工学院,固体力学专业,硕士 1996/1-1997/12,新加坡国立大学,材料工程专业,1999年8月获哲学博士 工作经历 1979/12-1980/8,四川达县0六四基地301研究所,技术科,技术员 1983/4-1995/12,华中工学院/华中理工大学,力学系,助教、讲师、副教授 1998/1-1999/7,新加坡国立大学,聚合物实验室,研究工程师 1999/8-2002/4,新加坡国立大学,聚合物实验室,研究员 2002/5-2007/4,同济大学,工程力学系/航空航天与力学学院,长江学者特聘教授 2007/5-迄今,同济大学,航空航天与力学学院,教授

研究领域

1. 复合材料力学 固体力学研究材料本构、变形、破坏和强度,材料分各向同性与各向异性。各向同性材料力学理论已基本完善,各向异性暨复合材料的力学理论除线弹性外,皆未成熟。根本原因是,现有理论只能得到复合材料均值应力。连续介质力学,将材料中一点应力,定义为含该点无穷小单元体应力的平均值,复合材料单元体不能无穷小,因其中须同时含纤维和基体,故曰均值应力。然而,复合材料性能必须基于真实应力计算,弹性性能亦如此,只因均值应力和真实应力皆处弹性阶段,两者所得结果相同,造成了复合材料弹性性能与真实应力无关的假象。在该领域,黄争鸣的系统性、开创性贡献包括: (1)创建了任意连续纤维、短纤维及颗粒增强复合材料的统一弹-塑性解析本构理论—桥联模型(Bridging Model),见代表性论著1、4、11、16。实践是检验真理的唯一标准,任何理论,只有得到他人应用,才算受到实践检验;他用越多,检验越彻底,价值越大。力学自阿基米德时代迄今已发展几千年,由国人创建并被他人大量应用(他人据此公开发表研究论文过百篇)的理论凤毛麟角,固体力学前辈大概只有胡海昌先生的变分原理被他人应用过百,不完全统计,桥联模型被他人应用已超240篇(列表见后)。 (2)首创(从0到1)并系统建立了基体真实应力理论,见代表性论著1、4、12、13。黄争鸣发现,纤维真实应力与其均值应力相同,基体真实应力由其均值应力与基体应力集中系数相乘得到,该系数不可按经典定义,而是由线平均应力除以体平均应力确定。尽管该理论最近才建立起来,但已被国内外他用14篇(列表见后)。 (3)创建了预报任意层合结构层间开裂/分层的层间基体应力修正法,见代表性论著2、6。分层是层合板、金属与复合材料组合板、蜂窝或泡沫夹芯板…等层合结构最常见破坏形式,现有预报分层的众多方法,几乎都存在两大不足:A. 部分输入数据无测试标准,说明这种测试或难实现、或重现度低、或离散性大;B. 几乎每个加载步都需迭代,计算量巨大且结果不知是否正确。层间基体应力修正法,不仅输入数据降至最少,实验皆有标准可循,而且将分层等价为静态问题分析,无需迭代,求解结果总是正确。 (4)基于物理原理创建了检测各种基体破坏的强度理论,见代表性论著1、3、4、5。强度理论历经数百年,基于数学、物理或唯象原理建立。数学上,材料破坏面是应力/应变的多元函数,幂级数展开后保留低阶项,再由简单加载测试的强度参数确定展开系数,如Tsai-Wu判据。物理原理将材料破坏应力绘成Mohr圆,改变载荷组合得一系列破坏应力圆,其公切线构成破坏面包络线,任意载荷下材料破坏的充分必要条件,是其Mohr圆与包络线内切,将原本无穷多实验所得包络线用多项式近似,我们建立了基体强度理论。虽然绝大多数强度理论基于唯象原理建立,但从基础的坚实性评判,有:物理原理不输数学原理不输唯象原理。 (5)在桥联模型和基体真实应力基础上,解决了一系列困扰业界难题,见代表性论著1、4、7、9、10,如:任意载荷下纤维和基体界面何时开裂?为啥先进复合材料轴向与横向拉伸直到破坏皆线性,但剪切非线性变形却能超过纯基体的弹塑性变形?为啥如T300到T1100碳纤维的强度大幅提升,但复合材料的轴向压缩强度却几乎保持不变?... (6)从理论和实验对比揭示了复合材料代表性单元中纤维越少精度越高,见代表性论著8,否定了多尺度模拟研究中的“代表性单元应足够大”一说。 2. 超弹性材料本构理论 橡胶类超弹性材料,应变高达数百甚至过千,其本构理论主要采用级数形式的多项式及Ogden模型,研究发现(见ABAQUS理论手册),由单一实验数据拟合这些模型的材料参数后,预测其它载荷下的变形有可能失真甚至发散。根本原因是,模型中的材料参数与实验数据不能一一对应。超弹性材料的本构关系,是各向同性材料力学还需完善的一例。黄争鸣基于“各向同性、始终弹性、体积不可压”原则,创建了超弹性材料的增量型本构理论,见代表性论文17、18,材料参数和实验数据一一对应,由任意载荷测试数据确定材料参数后,预测其它载荷下的变形都与实验吻合良好。 3. 纳米纤维制备 静电纺丝被认为是唯一可制备连续纳米/亚微米纤维的技术,但此前只能纺出单一材料实心超细纤维,黄争鸣是芯-壳双材料复合纳米纤维纺丝技术的发明人之一,见代表性论著14、20。 4. 其他 建立了任意非线性算子方程解存在性(Hilbert第20个问题)的一个充分必要条件,见代表性论著19。 发明了“理想叶根连接与梯形块根段结构”技术,见代表性论著21,可将目前风机叶片材料消耗同等(材料类型不变、叶片外形不变)降低10%。 发表期刊论文215篇、学术专著4本、主编一本、合著章节8章、授权发明专利12项,其中一篇论文(代表性论著15)SCI他引超6000次。

近期论文

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黄争鸣*,复合材料破坏与强度,科学出版社,北京,2018. Zhou J.C., Huang Z.-M.*, Predicting delamination of hybrid laminate via stress modification on interlaminar matrix layer, Engineering Fracture Mechanics (on line), p. 108333, 2022. https://doi.org/10.1016/j.engfracmech.2022.108333. Wang L.-S., Huang Z.-M.*, On strength prediction of laminated composites, Composites Science and Technology, 219: 109206, 2022. Huang Z.-M.*, Constitutive relation, deformation, failure and strength of composites reinforced with continuous/short fibers or particles, Composite Structures, 262: 113279, 2021. Huang Z.-M.*, Wang L.-S., Jiang F., Xue Y. D., Detection on matrix induced composite failures, Composites Science and Technology, 205: 108670, 2021. Huang Z.-M.*, Li P., Prediction of laminate delamination with no iteration, Engineering Fracture Mechanics, 238: 107248, 2020. Zhou Y, Huang Z.-M.*, Shear deformation of a composite until failure with a debonded interface, Composite Structures, 254: 112797, 2020. Huang Z.-M.*, On micromechanics approach to stiffness and strength of unidirectional composites, Journal of Reinforced Plastics and Composites, 38: 167–196, 2019. Zhou Y., Huang Z.-M.*, Failure of fiber-reinforced composite laminates under longitudinal compression, Journal of Composite Materials, 53(24): 3395–3411, 2019. Zhou Y., Huang Z.-M.*, Liu L., Prediction of interfacial debonding in fiber-reinforced composite laminates, Polymer Composites, 40(5): 1828-1841, 2019. Huang Z.-M.*, Zhang C.C., Xue Y.D., Stiffness prediction of short fiber reinforced composites, International Journal of Mechanical Sciences, 161-162: 105068, 2019. Huang Z.-M.*, Xin L.-M., In situ strengths of matrix in a composite, Acta Mechanica Sinica, 33: 120–131, 2017. Huang Z.-M.*, Liu L., Predicting strength of fibrous laminates under triaxial loads only upon independently measured constituent properties, International Journal of Mechanical Sciences, 79: 105–129, 2014. Zhang Y.Z.*, Huang Z.-M.*, Xu XJ, Lim CT, Ramakrishna S, Preparation of core-shell tructured PCL-r-gelatin bi-component nanofibers by coaxial electrospinning, Chemistry of Materials, 16(18): 3406-3409, 2004. Huang Z.-M.*, Zhang Y.-Z., Kotaki M., Ramakrishna S., A Review on Polymer Nanofibers by Electrospinning and Their Applications in Nanocomposites, Composites Science and Technology, 63: 2223-2253, 2003. Huang Z.-M.*, Simulation of the mechanical properties of fibrous composites by the Bridging micromechanics Model, Composites Part A, 32(2): 143-172, 2001. Huang Z.-M.*, A Unified Micromechanical Model for the Mechanical Properties of Two Constituent Composite Materials, Part IV: Rubber-Elastic Behavior, Journal of Thermoplastic Composite Materials, 13(2): 119-139, 2000. Huang Z.-M.*, Ramakrishna S, Tay AAO, Modelling of Stress-Strain Behavior of a Knitted Fabric Reinforced Elastomer Composite, Composites Science and Technology, 60(5): 671-691, 2000. Huang Z.-M.*, A necessary and sufficient condition for the existence of a solution to an operator equation, Nonlinear Analysis, Theory, Methods & Applications, 13(7): 829-832, 1989. 黄争鸣、张彦中,共轴复合连续纳/微米纤维及其制备方法,中国发明专利授权专利号:ZL 200310108130.9, 2003. 黄争鸣,风力机叶片结构及其加工成型方法和用途,中国发明专利授权专利号:ZL200910197175.5, 2009. 他用论文列表: A. 他人应用桥联模型(Bridging Model)经Peer Review后公开发表的研究文献列表 (注:1~204是应用桥联模型解决科学问题的期刊论文列表,205~246则是应用桥联模型完成的硕士/博士论文列表,这些文献尾部方括号内的数字表示该文献中出现桥联模型公式、明示采用桥联模型、文内图或表中数据基于桥联模型计算所得的页码) Luccioni B.M., Oller S., MODELO PARA COMPUESTOS REFORZADOS CON FIBRAS, Mecnica Computacional, Vol. 22, pp. 2049-2063, 2003 [p. 2060]. Soden P.D., Kaddour A.S., Hinton M.J., Recommendations for designers and researchers resulting from the world-wide failure exercise, Comp. Sci. Tech., Vol. 64, No. 3-4, pp. 589-604, 2004 [p. 593]. Kaddour AS, Hinton MJ, Soden PD. A comparison of the predictive capabilities of current failure theories for composite laminates: additional contributions, Comp. Sci. Tech., Vol. 64, No. 3-4, pp. 449-476, 2004 [p. 451] Hinton M.J., Kaddour A.S., Soden P.D., A further assessment of the predictive capabilities of current failure theories for composite laminates: comparison with experimental evidence, Comp. Sci. Tech., Vol. 64, No. 3-4, pp. 549-588, 2004 [p. 552]. Pochiraju K., Jovanovic V., Modeling Material Property Heterogeneity in Fiber Reinforced Injection Molded Plastic Parts, Polymer Composites, 26: 98-113, 2005 [p.106]. Zabihpoor M., Adibnazari S. and Abedian A., Evaluation and development of bridging micromechanical model using mechanical properties of composite materials characterization tests, Iranian Journal of Polymer Science and Technology (Persian), Vol. 18, No. 6, pp. 369-376, 2005 [p.370]. Zhou R., Hu H., Chen N., Feng X., An Experimental and Numerical Study on the Impact Energy Absorption Characteristics of the Multiaxial Warp Knitted (MWK) Reinforced Composites, J. Comp. Mater., Vol. 39, No. 6, pp. 525-542, 2005 [p. 534]. 吕毅,吕国志,吕胜利, 细观力学方法预测单向复合材料的宏观弹性模量,《西北工业大学学报》, 24卷, pp. 787-790, 2006 [p.788]. Chun H.J., Kim H.W., Byun J.H., Effects of through-the-thickness stitches on the elastic behavior of multi-axial warp knit fabric composites, Composite Structures, Vol. 74, pp. 484 -494, 2006 [p. 486]. 李晨,许希武, 缝合复合材料层板三维纤维弯曲模型及压缩强度预报,《复合材料学报》, 23卷, pp. 179-185, 2006 [p. 183]. 李晨,许希武, 缝合复合材料层板抗拉强度的预测,《机械工程材料》, 30卷, pp. 10-12, 2006 [p. 12]. Chun H.-J., Kim H.-W., Byun J. H., Elastic Behaviors of Stitched Multi-axial Warp Knit Fabric Composites, Key Engineering Materials, Vols. 306-308, pp 817-822, 2006 [p. 819]. Luccioni B.M., Constitutive Model for Fiber-Reinforced Composite Laminates, J. Appl. Mech. ASME, Vol. 73, pp. 901-910, 2006 [p. 905]. Zabihpoor M. and Adibnazari S., Simulation of fiber/matrix debonding in unidirectional composites under fatigue loading, Journal of Reinforced Plastics and Composites, Vol. 26, pp. 743-760, 2007 [p. 747]. Zabihpoor M., Adibnazari S., A micromechanics approach for fatigue of unidirectional fibrous composites, Iranian Polymer Journal, Vol. 16, pp. 219-232, 2007 [p. 222]. 徐焜, 许希武, 田静, 小编织角三维编织复合材料拉伸强度模型,《航空学报》, 28卷, pp. 294-300, 2007 [p. 296]. Kumar P., Chandra R., Singh S.P., Interphase Effect on Damping in Fiber Reinforced Composites, ICCES, Vol. 4, pp. 67-72, 2007 [p. 68]. González A., Graciani E., París F., Prediction of in-plane stiffness properties of non-crimp fabric laminates by means of 3D finite element analysis, Composites Science and Technology, Vol. 68, pp. 121-131, 2008 [p. 126]. Li D., Lu Z., Lu W., Theoretical prediction of stiffness and strength of three-dimensional and four-directional braided composites, Applied Mathematics and Mechanics, Vol. 29, pp. 163-170, 2008 [p. 165]. 李典森, 卢子兴, 卢文书, 三维四向编织复合材料刚度和强度的理论预测,《应用数学和力学》, 29卷, pp. 149-156, 2008 [p. 151]. 熊璇, 吕国志, 吕毅, 细观力学法预测单向复合材料的有效热膨胀系数,《强度与环境》, 35卷, pp. 24-30, 2008 [p. 26]. Ryan S., Wicklein M., Mouritz A., Riedel W., Schafer F., Thoma K., Theoretical prediction of dynamic composite material properties for hypervelocity impact simulations, International Journal of Impact Engineering, Vol. 36, pp. 899-912, 2009 [p. 901]. Li D., Lu Z., Chen L., Li J.L., Microstructure and mechanical properties of three-dimensional five-directional braided composites, International Journal of Solids and Structures, Vol. 46, pp. 3422-3432, 2009 [p. 3427]. 魏丽梅, 李典森, 基于桥联模型预报三维五向编织复合材料的刚度和强度,《产业用纺织品》, 27卷, pp. 21-25, 2009 [p. 22]. Shaw A., Sriramula S., Gosling P.D., Chryssanthopoulos M.K., A critical reliability evaluation of fibre reinforced composite materials based on probabilistic micro and macro-mechanical analysis, Composites Part B, Vol. 41, pp. 446-453, 2010 [p. 448]. 常新龙, 李正亮, 胡宽, 孙涛, 应用桥联模型预测复合材料吸湿老化剩余强度, 《复合材料学报》, 27卷, pp. 208-212, 2010 [p. 209]. 马元春, 韩海涛, 卢子兴, 卢文书, 邱涛. 缝纫泡沫夹芯复合材料失效强度的理论预测与试验验证,《复合材料学报》, 27卷, pp. 108-115, 2010 [p. 111]. Kumar P., Chandra R., Singh S.P., Interphase effect on fiber-reinforced polymer composites, Composite Interfaces, Vol. 17, pp. 15-35, 2010 [p. 17]. Zhang Y.X., Zhang H.S., Multiscale finite element modeling of failure process of composite laminates, Composite Structures, Vol. 92, pp. 2159-2165, 2010 [p. 2160]. Jin L., Hu H., Sun B., Gu B., A simplified microstructure model of bi-axial warp-knitted composite for ballistic impact simulation, Comp. Part B, Vol. 41, pp. 337–353, 2010 [p. 342]. Ma Y.C., Han H.T., Lu Z.X., Lu W.S., Qiu T., Guo J.H., Theoretical prediction of the stiffness and failure strength of stitched foam-core sandwich composites, Polymers & Polymer Composites, Vol. 19, pp. 303-311, 2011 [p. 306]. Kumar P., Chandra R., Singh S.P., Measurement of damping of fiber reinforced composite material, Journal of Materials Science and Engineering B, Vol. 1, pp. 555-564, 2011 [p. 557]. 常新龙, 李正亮, 陈特熙, 方鹏亚. 激光-机械载荷联合作用下复合材料层合板的破坏规律分析,《红外与激光工程》, 40卷, pp. 1935-1939, 2011 [p. 1936]. Nehme S., Hallal A., Fardoun F., Younes R., Hagege B., Aboura Z., Benzeggagh M., Chehade F.H., Numerical/analytical methods to evaluate the mechanical behavior of interlock composites, Journal of Composite Materials, Vol. 45, pp. 1699-1716, 2011 [p. 1716]. 王春敏, 针织复合材料力学性能的研究, 《材料导报》, Vol. 25, No. 18, pp. 277-280, 2011 [p. 280] 覃海英, 刘晓红. 铺设方法对风机叶片复合材料力学性能的影响, 《装备制造技术》, No. 5, pp. 13-15, 2011 [p. 8] Younes R., Hallal A., Fardoun F., Chehade F.H., Comparative review study on elastic properties modeling for unidirectional composite materials, in: Composites and Their Properties, Hu N. ed, InTech, Chapter 17, http://dx.doi.org/10.5772/50362, pp. 391-408, 2012 [p. 396]. Shokrieh M.M., Mazloomi M.S., A new analytical model for calculation of stiffness of three-dimensional four-directional braided composites, Composite Structures, Vol. 94, pp. 1005-1015, 2012 [p. 1011]. Shokrieh M.M., Nasir V., Karimipour H., A micromechanical study on longitudinal strength of fibrous composites exposed to acidic environment, Materials & Design, Vol. 35, pp. 394- 403, 2012 [p. 395]. Bhalchandra S.A., Shiradhonkar Y.S., Determination of properties of transversely isotropic lamina using micromechanics approach, Elixir Cement & Con. Com., Vol. 48, pp. 9588-9593, 2012 [p. 9591]. Liu L., Zhou Y., Pan S., Experimental and analysis of the mechanical behaviors of multi-walled nanotubes/ polyurethane nanoweb reinforced epoxy composites, Journal of Reinforced Plastics and Composites, Vol. 32, pp. 823-834, 2013 [p. 830]. 周宏伟,易海洋,薛东杰,段志强,张春花, Mishnaevsky J.L., 纤维方位角对玻纤复合材料破坏机理的影响研究,《中国科学: 物理学\力学\天文学》, 43卷, pp. 167-176, 2013 [p. 169]. Guo Q., Zhang G., Li J., Process parameters design of a three-dimensional and five-directional braided composite joint based on finite element analysis, Materials & Design, Vol. 46, pp. 291-300, 2013 [p. 294]. 李剑峰, 燕瑛, 复合材料热膨胀性能的细观分析模型与预报, 《北京航空航天大学学报》, 39卷, pp. 1069-1073+1085, 2013 [p. 1070]. Guedes R.M., Xavier J., Understanding and predicting stiffness in advanced fibre-reinforced polymer (FRP) composites for structural applications, in: Advanced Fibre-Reinforced Polymer (FRP) Composites for Structural Applications Ed. By J. Bai, Woodhead Publishing Ltd., Chapter 11, pp. 298-360, 2013 [p. 322]. Ding J., Liu J., Li C., Yi H., Failure Mechanism of Layered Salt Rock in Three-point Bending Test, Applied Mechanics and Materials, Vol. 256-259, pp. 48-56, 2013 [p. 51]. Kaddour A.S., Hinton M.J., Maturity of 3D failure criteria for fibre reinforced composites: Comparison between theories and experiments: Part B of WWFE-II, J. Comp. Mater., Vol. 47, No. 6-7, pp. 925-966, 2013 [p. 929]. 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