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硕士生导师--宣兆成
2019-11-04 09:10   审核人:

 

   

 

姓名:宣兆成

 

职称:教授

 

职务:教务处处长

 

联系电话:02228116978              

 

E-mailxuanzc@tute.edu.cn              

 

通讯地址:天津市大沽南路1310

 

研究方向:数值模拟,优化方法,网络优化,工程软件开发

 

获奖情况:

 

1.   天津市教学成果奖一等奖,基于顶岗教育实习的UGS协同育人模式的探索与实践,第一名,2018

 

2.   天津市教学成果奖一等奖,供给侧结构性改革背景下工匠之师培养的探索与实践,第五名,2018

 

3.   贵州省教学成果奖一等奖,西部连片贫困地区中职师资顶岗置换研修模式的实践与创新,第八名,2018

 

4.   国家教学成果奖二等奖,西部连片贫困地区中职师资顶岗置换研修模式的实践与创新,第七名,2018

 

5.   天津市技术发明奖二等奖,城市生活垃圾精分选关键技术与装备研发及产业化,第四名,2018

 

科研项目:

 

1.   天津市应用基础与前沿研究计划 (自然科学基金):材料设计中的局部输出量的自适应计算机模拟 (05YFJMJC13300),  2005.10-2007.09, 8万元, 主持人

 

2.   教育部留学归国科研启动基金:面向目标的有限元分析方法,  2007.01-2008.12, 3万元, 主持人

 

3.   国家自然科学基金:计算力学的可信性及其量化模型研究  (10872146), 2009.01-2011.12, 31万元, 主持人

 

4.   国家自然科学基金:基于Flux-Free上界估计的非线性力学有限元分析验证方法研究 (11172209), 2012.01-2015.12, 62万元, 主持人

 

5.   合作项目:舱室升学布局优化代理模型设计计算, 上海交通大学, 2014.10-2015.6, 3.9万元, 主持人

 

6.   国家自然科学基金:有限元分析非线性输出验证的熵代理模型及方法研究 (11772228),  2018.01-2021.12, 56万元, 主持人

 

发表的主要论文:

 

1.  Li XS, Xuan ZC, An interior-point QP algorithm for structural  optimization, Structural Optimization, 15: 172-179, 1998.            

 

2.  Xuan ZC, Li XS and Sui YK, Surrogate dual problem of  quadratic programming and the algorithm, Chinese Journal of Numerical  Mathematics and Application, 21: 58-65, 1999.            

 

3.  Xuan ZC, Shao PG, A programming approach for nonsmooth  structural optimization, Advances in Engineering Software, 31: 75-81, 2000.            

 

4.  宣兆成, 郭东明, 李兴斯, 接触优化的内点双层规划算法, 力学学报, 33: 224-233, 2001.              

 

5.  宣兆成, 李兴斯, 接触分析的光滑模型及迭代算法, 力学学报, 33: 340-348, 2001.              

 

6.  宣兆成, 李兴斯, 单侧接触问题的拟有效集方法, 应用数学与力学, 23: 811-818, 2002.              

 

7.  Xuan ZC, Lee KH, Explicit surrogate dual formulation and  algorithm for quadratic programming, Lecture Notes in Computer Science, 2667:  714-723, 2003.            

 

8.  Xuan ZC, Lee KH, Peraire J, A posteriori output bound for  partial differential equations based on elemental error bound computing,  Lecture Notes in Computer Science, 2667: 1035-1044, 2003.            

 

9.  Xuan ZC, Lee KH, Interior point surrogate dual algorithm for  unilateral problems, Acta Mechanica, 166: 149-167, 2003.            

 

10.  Xuan ZC, Lee KH, Surrogate  duality based method for contact problems, Optimization and Engineering, 5:  59-75, 2004.            

 

11.  Xuan ZC, Lee KH, Patera  AT, Peraire J, Computing upper and lower bounds for the J-integral in  two-dimensional linear elasticity, Singapore-MIT Alliance Symposium,  Singapore, Jan 19-20, 2004.            

 

12.  Lee KH, Xuan ZC, A  posteriori output bounds for stress intensity factors in elastic fracture  mechanics, International Journal of Fracture, 126: 123-142, 2004.            

 

13.  Shi LS, Meng QG, Xuan ZC,  A bound method for a class of nonlinear discrete optimum design, Dynamics of  Continuous Discrete and Impulsive System–Series B-Applications &  Algorithms, 2 Sp. Iss: 547-550, 2005.            

 

14.  Xuan ZC, Meng QG, Shi LS,  Fast finite element prediction on the linear output in elasticity based on  gradient recovery method, Dynamics of Continuous Discrete and Impulsive  System–Series B-Applications & Algorithms, 2 Sp. Iss: 816-821, 2005.            

 

15.  Xuan ZC, Khoo BC, Li ZR,  Computing bounds to mixed mode stress intensity factors in elasticity,  Archive of Applied Mechanics, 75: 193-205, 2006.            

 

16.  Xuan ZC, Parés N, Peraire  J, Computing upper and lower bounds for the J-integral in two-dimensional  linear elasticity, Computer Methods in Applied Mechanics and Engineering,  195: 430-443, 2006.            

 

17.  Xuan ZC, Feng ZS, Gao DY,  Computing lower and upper bounds on stress intensity factors in bimaterials,  International Journal of Nonlinear Mechanics, 42: 336-341, 2007.            

 

18.  Xuan ZC, Peng JW, A goal  oriented numerical simulation approach for computing stress intensity factors  in bimaterials, Materials Science Forum, 575: 249-254, 2008.            

 

19.  Xuan ZC, Zhang XK,  Simulation of stokes flow over microelectrodes with least-squares meshfree  method, Simulation Modelling Practice and Theory, 16: 294-314, 2008.            

 

20.  Xuan ZC, Yang DQ, Peng JW,  An efficient method for computing local quantities of interest in elasticity  based on finite element error estimation, Archive of Applied Mechanics, 78:  517-529, 2008            

 

21.  Xuan ZC, Li YH, Wang HJ,  Computation of bounds for exact quantities of interest in elasticity based on  FEM and SFEM, Lecture Notes in Computer Science, 5938: 491-496, 2010.            

 

22.  Xuan ZC, Lassila T, Rozza  J, Quarteroni A, On computing upper and lower bounds on the outputs of linear  elasticity problems approximated by the smoothed finite element method,  International Journal for Numerical Methods in Engineering, 83: 174-195,  2010.            

 

23.  Xuan ZC, Li YH, Zhang QJ,  Guan M, The verification of computing J-integral in functionally graded  material, Advanced Materials Research, 268: 863-868, 2011.            

 

24.  Xuan ZC, Li YH, Guan M,  The energy relaxation method for the verification of finite element analysis,  Applied Mechanics and Materials, 478: 299-302, 2014.            

 

25.  Xuan ZC, Zhang XK, Guan M,  The verification of the quantities of interest based on energy norm of  solutions by node-based smoothed finite element method, Advances in  Engineering Software, 71: 1-8, 2014.            

 

26.  Xuan ZC, Guan M, A  smoothed fem based verification for the computation of strain energy release  rate in functionally graded materials, Materials Research Innovations,  18(S2): 48-51, 2014.            

 

27.  Xuan ZC, Li YH, Wang HJ,  An efficient error indicator with mesh smoothing for mesh refinement:  application to Poisson and Laplace problems, WSEAS Transactions on Applied  and Theoretical Mechanics, 9: 206-214, 2014.            

 

28.  Xuan ZC, Papadopoulos P,  Li JY, Zhang LL, An entropy-based evaluation of contact forces in continuum  mechanics of elastic structures, Finite Elements in Analysis and Design, 114:  78-84, 2016.            

 

29.  Xuan ZC, Papadopoulos P, Computing  an upper bound on contact stress with surrogate duality, Computational  Mechanics, 58: 171-183, 2016.            

 

30.  Xuan ZC, The statistical  property in finite element model of elastic contact problems, Lecture Notes  in Computer Science, 11189: 187-194, 2019.            

 

 

 

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