肖衡，男，1990年畢業於上海大學，套用數學和力學專業博士，德國洪堡學者，現任福耀科技大學智造與未來技術學院教授。
主要從事高端裝備智慧型設計與風險控制的研究及其工程套用，智慧型設計聚焦於構件成形設計的準確仿真模型及其高效高精度數值算法，而風險控制則致力於裝備的實時服役仿真，旨在於預測與控制服役中裝備由於屈曲、損傷、斷裂、疲勞等失穩和失效行為引發的安全風險。
基本介紹
- 中文名：肖衡
- 畢業院校：上海大學
- 學位/學歷：博士
- 性別：男
人物經歷,研究方向,主要成就,榮譽成就,學術成果,
人物經歷
教育經歷：
1983年獲武漢大學水利水電工程專業學士學位
1986年獲華中科技大學固體力學專業碩士學位
1990年獲上海大學套用數學和力學專業博士學位
工作經歷：
1990-1992年在西北大學現代物理研究所從事博士後研究
1992-1994年在北京大學數學學院從事博士後研究
1994-1995年任北京大學副教授
1995-1997年任德國魯爾大學土木與環境工程學院洪堡訪問教授
1998-2002年任德國魯爾大學土木與環境工程學院科研助理
2003-2011年任德國魯爾大學土木與環境工程學院教授兼總工程師
2011-2018年任上海大學上海市套用數學和力學研究所教授
2018-2024任暨南大學教授力學與建築工程學院教授
2024-至今任福耀科技大學智造與未來技術學院教授
研究方向
數智化設計與風險控制，先進材料關鍵性能建模，構件成形仿真與多目標最佳化設計，結構服役風險的實時仿真，大變形彈塑性新模型及其高效算法，軟物質變形行為仿真模型及其在醫療健康中的套用。
主要成就
在德期間主持/主參德國研究基金會及西門子集團等資助項目9項，主持教育部211工程高層次人才團隊項目2項，主持/主參國家自然科學基金面上項目5項，主持科技部高端外專項目1項；發表論文200餘篇，兼任多個SCI期刊編委，連續十年位列中國高被引學者榜單。
相關論文被權威刊物Proc.Roy.Soc.A的評審人評審為“有限彈塑性理論方面的一個重大里程碑。一個延續了二十多年的爭論現已獲得在物理觀點上高度令人滿意的解決…是具有最高度國際重要性的傑出論文…是最高質量的貢獻”；在Springer出版的學科歷史著作中以及發表於期刊ZAMM的彈塑性理論歷史回顧專題文獻中，所創立的自洽歐拉彈塑性新模型位列彈塑性理論發展史上當代發展階段的標誌性成就。
榮譽成就
1995年獲洪堡研究基金，洪堡學者
學術成果
專著：
[1] Heng Xiao, Otto T. Bruhns and Albert T.M. Meyers, Modern Theory of Vectors and Tensors in Mechanics and Engineering, Ruhr-University, 2003.
[2] Heng Xiao, Otto T. Bruhns and Albert T.M. Meyers, A Modern Introduction to Theory of Elastoplasticity, Ruhr-University, 2004.
期刊：
[1] Hao-Nan He, Si-Yu Wang, Hui-Feng Xi, Heng Xiao*, Lin Zhan, Jia-Shun Zhou, The large strain snap-through effect in free torsion of highly elastic thin-walled soft tubes. Thin-Walled Struct. 199, 11803, 2024.
[2] Meng-Liang Han, Hui-Yu Wang, Si-Yu Wang, Heng Xiao*, Exact large strain analysis for the Poynting effect of freely twisted tubes made of highly elastic soft materials. Thin-Walled Struct. 184, 110503, 2023.
[3] Hui-Feng Xi, Z.C. Zhou, H.H. Zhang, S.Q. Huang, Heng Xiao*, Multi-morphology TPMS structures with multi-stage yield stress platform and multi-level energy absorption: Design, manufacturing, and mechanical properties. Engrg. Struct. 294, 116733, 2023.
[4] Hui-Feng Xi, Gui-Cheng Zhao, Otto Bruhns, Si-Yu Wang, Heng Xiao, Exact simulation for direction-dependent large elastic strain responses of soft fibre-reinforced composites. Appl. Math. Mech.-Engl. Ed. 44(9), 1497-1510, 2023.
[5] Lin Zhan, Si-Yu Wang, Otto T. Bruhns, Heng Xiao*. High-efficiency algorithms for metal fatigue failure effects under multi-axial repeated loadings. Int. J. Num. Meth. Engrg. 123, 1277-1293, 2022.
[6] Si-Yu Wang, Lin Zhan, Hui-Feng Xi, Otto T. Bruhns, Heng Xiao*. Unified simulation of hardening and softening effects for metals up to failure. Appl. Math. Mech.-Engl. Ed. 42, 1583-1596, 2021.
[7] Heng Xiao*. Notes on micro-continua exhibiting quantum effects, Appl. Math. Mech.-Engl. Ed. 41, 1597-99, 2020.
[8] Si-Yu Wang, Lin Zhan, Hui-Feng Xi, Heng Xiao*. New elastoplastic equations for accurately and explicitly simulating pseudoelastic-to-plastic transition effects of SMAs. Appl. Math. Mech. Engl. Ed. 41, 1583-1596, 2020.
[9] Lin Zhan, Xiao-Ming Wang, Si-Yu Wang, Hui-Feng Xi, Heng Xiao*. An explicit and accurate approach toward simulating plastic-to-pseudoelastic transitions of SMAs under multiple loading-unloading cycles. Int. J. Solids Struct. 185-186, 104-115, 2019.
[10] Heng Xiao*. Deformable micro-continua in which quantum mysteries reside. Appl. Math. Mech.-Engl. Ed. 40(12): 1805-1830, 2019.
[11] Zhao-Ling Wang, Heng Xiao*. Direct modeling of multi-axial fatigue failure for metals. Int. J. Solids Struct. 125: 216–231, 2017.
[12] H. Xiao*. Quantum enigma hidden in continuum mechanics. Appl. Math. Mech.-Engl. Ed. 38, 39-56, 2017.
[13] H. Xiao*. An explicit, direct simulation of multiaxial finite strain inelastic behavior for polymeric solids. Int. J. Plasticity 71, 146-169, 2015.
[14] H. Xiao*, X.M. Wang, Z.L. Wang, Z.N. Yin. Explicit, comprehensive modeling of multi-axial finite strain pseudo-elastic SMAs up to failure. Int. J. Solids Struct. 88-89, 215-226, 2016.
[15] Heng Xiao*, X.F. Ding, J. Cao, Z.N. Yin. New multi-axial constitutive models for large elastic deformation behaviors of soft solids up to breaking. Int. J. Solids Struct. 109, 123-130, 2017.
[16] H. Xiao, O.T. Bruhns, A. Meyers. Free rate-independent elastoplastic equations. ZAMM-J. Appl. Math. Mech. 94, 461-476, 2014.
[17] Z.N. Yin, H. Xiao*. Automatic consistency integrations for the stress update of J2 elastoplastic rate constitutive equations with combined hardening. Int. J. Numer. Meth. Engrg. 98, 590-611, 2014.
[18] H. Xiao*. Thermo-coupled elastoplasticity model with asymptotic loss of the material strength. Int. J. Plasticity 63, 211-228, 2014.
[19] H. Xiao*. An explicit, straightforward approach to modeling SMA pseudoelastic hysteresis. Int. J. Plasticity 53, 228-240, 2014.
[20] H. Xiao. Pseudoelastic hysteresis out of recoverable finite elastoplastic flows. Int. J. Plasticity 41, 82-96, 2013.
[21] H. Xiao, O. T. Bruhns, A. Meyers. Thermodynamic laws and consistent Eulerian formulation of finite elastoplasticity with thermal effects. J. Mech. Phys. Solids 55: 338-365, 2007.
[22] H. Xiao, O. T. Bruhns, A. Meyers. Elastoplasticity beyond small deformation. Acta Mechanica 182: 31-111, 2006.
[23] A. Meyers, H. Xiao*, O. T. Bruhns. Choice of objective rate in single parameter hypoelastic deformation cycles. Computers & Structures 84, 1134-1140, 2006.
