1.   黄鸿慈，王荩贤，崔俊芝，赵静芳，林宗楷，“按位移解平面弹性问题的差分方法”，应用数学与计算数学，Vol.3, No.1,1966. 

　　2.   崔俊芝,刘福森,“平面应力分析的变分法与有限元方法”，数学实践与认识，1972，2。 

　　3.   崔俊芝，丁江平，杨企叶，辛国荣，“按有限元法进行三维连续体应力分析”，“74.8会议论文选编”,计算数学, 91-102,1974. 

　　4.   崔俊芝,李光宗,梁复刚,史光洁,李国润,“关于弹性接触问题的分析方法”，有限元方法及其应用，中国科学院计算技术研究所，1975，12。 

　　5.   高征铨，崔俊芝，赵超燮，“完全协调三角形板弯曲元”，有限元方法及其应用，中国科学院计算技术研究所，1975，12。 

　　6.   崔俊芝，丁江平，“三维问题有限元方法的计算和技巧”， 有限元方法及其应用，中国科学院计算技术研究所，1975，12。 

　　7.   赵超燮，崔俊芝，高征铨，“完全协调三角形元分析板弯曲问题”，北京工业大学学报，1976，1。 

　　8.   崔俊芝,史光洁,梁复刚,“关于平面徐变问题的有限元分析方法”，计算数学，1978，5。 

　　9.   崔俊芝，“关于有间隙的弹性接触问题”，力学学报，1980，7。 

　　10. 崔俊芝，“关于有间隙弹性接触问题的解及其迭代格式”，1980年全国计算力学会议文集，北京大学出版社，1981。 

　　11. 崔俊芝，“计算机科技应用软件”，1981年全国应用软件学术会议，大会报告，计算机动态，1981，8, 25-32。 

　　12. 崔俊芝，“高阶稀疏局部非线形方程组的一种拟牛顿方法”，计算数学，1982，4。 

　　13. Cui Jun-Zhi,“The Solution and Solving Method of the Elastic Contact Problem With Initial Gaps”, Proc.China-France Symp. FEM, Science Press, Beijing, China, 1982,641-658. 

　　14. Cui Jun-Zhi,“The Method on Solving Finite Element Problem With Relative Constrained Equations”, Proc.Intern. Conf. FEM edited by He Guang-qian, Science Press, Gordon and Breach, Science Publisher, Inc., 1982, Shanghai, New York, 564-568. 

　　15. Cui Jun-Zhi ，“The Variational Inequality Method on Contact Problem and Its Application Software”,Eng. Soft. 3, R.A.Adey, Apr. 1983, Spinger-Verlag, 387-400. 

　　16. Cui Jun-Zhi,“The Numerical Procedures of Solving Large-Scale Nonlinear Discretized Problems”, Invited presentation, Collected Papers of China-U.S Workshop on Advances of Computational Engineering Mechanics, 1983. 

　　17. Cui Jun-Zhi,“Techniques and Experiences in Managing Large Scale Application System-The Adaptive Organization of Large Engineering Numerical Software”，Panel presentation, Proc.9th World Computer Congress IFIP’83,“Information Processing 83, Panel Discussions”, North-Holland,1983. 

　　18. Cui Junzhi ,“The Program and Data Organization of the Adaptive FEM Software” , Proceeding of Computer Applications to Civil Engineering, Science Publishers, 1985. 

　　19. Cui Junzhi, Wang Shao Hua,“The Software Structure of BDP and Its Computational Method Organization”, Proc. Intern. Conf. on Education, Practice and Promotion of Comp. Meth. in Eng. Using Small Computer(EPPCMESC),Macau,1985. 

　　20. 崔俊芝，“有限元结构分析软件述评-算法结构与软件”，计算结构力学及其应用，1985，4. 

　　21. 崔俊芝，“有限元结构分析软件述评-前后处理技术与发展趋势”，在第二次全国计算力学大会上的报告，邀请报告（1984）,计算结构力学及其应用，1986，1. 

　　22. 崔俊芝，“数值软件”，百科全书“数学卷”条目，百科全书出版社，1986年，（约0.3万字）。 

　　23. Cui Jun-Zhi, Xu Bing,“The Adaptive FE Algorithm For Variational Inequality Problems”, Proc. ICCEM, 1987, Science Press, Beijing, 1987. 

　　24. 崔俊芝，“科学工程软件述评”， 计算技术与计算机应用，1988，2。 

　　25. 崔俊芝，“软件工程方法总述”，在第三次全国计算力学大会上的大会报告（1986），计算技术与计算机应用，1989，2。 

　　26. Cui Jun-Zhi ,“The Methodology of Adaptive Algorithm Organization for Comprehensive Software”, Keynote presentation on SSS-89, May 31-June 3, 1989,  Proc. Symp. on Scientific Software, China  Uni. Science and Technology Press, 1989, 6-14. 

　　27. 崔俊芝，李明瑞，王寿梅等，“有限元方法软件环境的软件结构与技术”，1991年计算数学天津会议文集，1991年5 月, 774-778。 

　　28. [28] 严宁宁,崔俊芝,黄鸿慈,“ 网格加密型高效能算法的数据结构”, 1991年计算数学天津会议文集，1991年5 月, 766-770. 

　　29. Yan Ningning, Cui Junzhi, Huang Hongci,“A Data Structure for Nested Dissection”,Proc.Intern. Conf .on Scientific Computation edited by T. Chan, HangZhou, China, Aug. 1991, World Scientific, Singapore, New Jersey, Hong Kong, 261-266. 

　　30. Cui Jun-Zhi, Li Mingrui, Wang Shoumei et al,“The Standardized Techniques of SEEM’s Algorithms and Datum”, Computational Mechanics, Edited by Y.K. Cheung et, al, Proc. of Asian Pacific Conf. on Comp.  Mech., Dec.11-13, 1991, 1315-1319. 

　　31. J.Z. Cui, “The Existence and Uniqueness of the Solution on the Elastic Contact Problem with Initial Gaps and Friction”, Proc. Of Intern. Conf. On Computation of Differential Equations and Dynamical Systems, Sep. 1-5, 1992, 85-67.   

　　32. 崔俊芝,“有摩擦的多变形体接触问题的解的存在性和唯一性”, 特邀报告, 中国工业与应用数学学会第二次大会文集, 74-78, 1992. 

　　33. 严宁宁，崔俊芝，黄鸿慈，“一种适用于网格加密型高效能算法的嵌套式数据结构”, 数值计算与计算机应用，第14卷第2期, 111-119,1993. 

　　34. 田春松，崔俊芝等，“适用于两种特定数据结构的CG算法与SOR算法”，数值计算与计算机应用，第14卷第4期, 245-251,1993. 

　　35. 崔俊芝，“计算机软件”，土木工程手册“计算机应用”分册中一章，科学出版社，1993年（约4.5万字）。 

　　36. 梁 俊, 崔俊芝, “基于知识的结构分析系统”, 计算结构力学及其应用, 第11卷第1期, 1994, 43-49.  

　　37. JZ. Cui and HY. Yang, “Ａ Macro-Micro Coupled Method for Composite Materials”,  Keynote Lecture on WCCM-III , Proc. WCCM-III, 1994. 

　　38. 崔俊芝，梁俊，“求解多重子结构的递归算法及其软件实现”，数值计算与计算机应用，第16卷第1期, 1995, 63-69． 

　　39. Cui Jun-Zhi and Cao Li-qun, “The Method Coupling Schwarz Alternate Iteration and Dual Asymptotic Expansion for Solving Mixed Problem with Small Periodic Coefficients”, Eighth Intern. Conf. On Domain Decomposition Methods, May 16-20, 1995, Beijing, China. 

　　40. Jun-Zhi Cui, Han-Yan Yang, Lei Han, “Object-Oriented FE Analysis Software Development”, Invited Lecture on 1-st China-Australia Symposium on Computational Mechanics, Dalian,  China, Aug.7-11, 1995, J. Computational Structural Mechanics and Applications, Vol. 12, Special Issue, 1995, 36-41.  

　　41. Cui Jun-Zhi and Cao Li-qun, “The Two-Scale Analysis Methods for Woven Composite Materials”, Invited Lecture on ECCS-I, Changsha, China, Nov. 27-29, 1995, Engineering Computation and Computer Simulation I, Edited by Zhong Zhi-hua, Hunan University Press, 1995, 203-212. 

　　42. Cui J.Z. Han L., “Object-Oriented FE Software Development”, Engineering Computation and Computer Simulation II, Edited by Zhong Zhi-hua, Hunan University Press, Changsha, China, 1995, 36-41. 

　　43. Cui, J.Z.， Yang, H.Y., “A Dual Coupled Method of Boundary Value Problems of PDE with Coefficients of Small Period”, Intern. J. Comp. Math., 1996, 14: 159-174. 

　　44. Cui JZ, “The Two-Scale Analysis Methods for Woven Composite Materials and The Structure With Small Period”, ‘The Advances in Computational Mechanics’ Edited by Zhong W.X.  et al, International Academic Publishers, 1996, 79-88.  

　　45. 崔俊芝, “双尺度分析方法和宏观参数计算”, 中国工程院第三次院士大会学术报告汇编, 1996, 74-77. 

　　46. Cui, JZ, Shih. TM. and Wang, YL., “Two-Scale Analysis Method for Bodies with Small Periodic Configuration”, Invited Paper in CASCM-97, Feb.11-14, 1997, Sydney, Australia, Proceedings of The Second China-Australia Symposium on Computational Mechanics, Edited by S. Valliappanm and N. Khalili, 1997, 31-40. 

　　47. Cui, J.Z., Shih, T.M., Shin, F.G. and Wang, Y.L., “Finite Element Methods Based on Two-Scale Analysis”, Presented on WSC97, Hong Kong, 10-12 March/ 1997, Proceedings of The Workshop on Scientific Computing Edited by G.H. Golub et al, , Springer, Singapore, 1997, 195-201. 

　　48. 崔俊芝, “双尺度分析方法”, 现代力学与科技进步, 庆祝中国力学学会成立40周年文集, 主编庄逢甘, 清华大学出版社, 1997, 北京, 927-933. 

　　49. 崔俊芝, “水工结构有限元计算--回顾与展望”, 中国水利水电技术发展与成就, 中国电力出版社, 1997, 232-240. 

　　50. 崔俊芝，曹礼群，“基于双尺度渐进分析的有限元算法”，计算数学,第20卷第一期，P89-103,1998. 

　　51. JZ. Cui, “Finite Element Algorithms Based on Two-Scale Analyses Method”, Keynote presentation on SUSCMSE-98, 25-28 May, 1998, Comp. Mech. in Struc. Eng. Recent Developments, Edited by Franklin Y. Cheng, Elsevier, 1999, Amsterdam . New York. Singapore. Tokyo, 31-41. 

　　52. 曹礼群,崔俊芝, “整周期复合材料弹性结构的双尺度有限元计算”, 计算数学, 第20卷第3期, 1998, 279-290. 

　　53. 曹礼群,崔俊芝, “求解小周期系数的混合边值问题Schwarz交替法与双尺度渐近分析法的耦合”, 应用数学学报, 第21卷第3期, 1998, 451-462. 

　　54. 崔俊芝, “具有小尺度周期构造的二维和三维结构问题的双尺度分析”, 大会报告, 1999年全国固体力学学术会议, 1999年1月7-10日, 哈尔滨. 

　　55. 曹礼群,崔俊芝, “整周期复合材料弹性结构的双尺度渐近分析”, 应用数学学报, 第22卷第1期, 1999, 38-46. 

　　56. 崔俊芝，曹礼群，“一类具有小周期系数的橢圆型边值问题的双尺度渐近分析方法”, 计算数学, 第21卷第1期, 1999,19-28. 

　　57. JZ. Cui, TM. Shin and Yl. Wang, “The Two-Scale Analysis Method for Bodies with Small Periodic Configurations”, Structural Engineering and Mechanics, Vol.7, No.6, 1999, 601-614. 

　　58. 曹礼群,崔俊芝,“复合材料拟周期结构的均匀化方法”, 计算数学, 第21卷第3期, 1999，331-334。 

　　59. JZ. Cui, “The Two-Scale Expression of the Solution for the Structure With Several Sub-domains of Small Periodic Configurations”, Invited Presentation on ‘WORKSHOP ON SCIENTIFIC COMPUTING 99’, June 27-30, 1999, Hong Kong. 

　　60. JZ. Cui, “The Two-Scale Method for Composite Structures with Small Periodic Configurations”, Invited Paper, ‘Proceedings of 1-st International Conference on Structural Engineering’ Edited by Y.Q. Long, Tsinghua University Press, 1999, 83-95. 

　　61. 崔俊芝，曹礼群，“具有小周期空洞弹性结构的双尺度渐近分析”, 系统科学与数学, 第19卷第4期,1999，490-495. Cui Junzhi and Cao Liqun, “The two-scale asymptotic analysis for the elastic structures of composite materials with small periodic cavities”, J. Sys. Sci. & Math. Scis. Vol.19, No.4, 2000, 4, 490-495. 

　　62. 崔俊芝，曹礼群，“具有小周期空洞复合材料弹性结构的双尺度有限元分析”, 系统科学与数学, 第20卷第2期,2000，4，217-223. Cui Junzhi and Cao Liqun, “The two-scale finite element analysis for the elastic structures of composite materials with small periodic cavities”, J. Sys. Sci. & Math. Scis. Vol. 20, No.2, 2000,4, 217-223. 

　　63. H.Liang and J.Z.Cui, “Application of conception of distance for the genetic algorithm”,‘Computational Engineering Using Metaphors From Nature’ Edited by B.H.V.Topping, CIVIL-COMP PRESS, Edinburgh, Scotland, 2000, 99-103. 

　　64. J.Z.Cui and Y.J.Shan,“The two-scale analysis algorithms for the structure with several configurations of small periodicity”,‘Computational Techniques for Materials, Composites and Composite Structures’Edited by B.H.V.Topping, CIVIL-COMP PRESS, Edinburgh, Scotland, 2000, 255-264. 

　　65. J.Z. Cui,“21 st Century-Oriented Computer Aided Engineering”, Invited lecture on ‘Civil Engineering in the 21st Century’Edited by Jian Song and Ganshi Zhou, Science Press, 2000, 73-78. 

　　66. 崔俊芝，“计算机辅助工程（CAE）的现在和未来”， 计算机辅助设计与制造，2000 年第6期。 Cui Junzhi, “The future of computer aided engineering”, CAD/CAM in Chinese, No.6, 2000, 3-8. 

　　67. L.Q. Cao, J.Z. Cui et al, “Multi-Scale Finite Element Method for Subdivided Periodic Elastic Structures of Composite Materials”, J. Comp. Math., Vol.19, No.2, 2001, PP 205-212. 

　　68. J.Z. Cui, Y.J. Shan and L.Q. Cao, “Multi-Scale Analysis Method For Composite Materials With Random Distribution And Related Structures”, ‘Proc. ICCE/8’ edited by David Hui, 8-th Intern. Conf. Composites Engineering, Aug.5-11, 2001, Tenerife, PP 161-163. 

　　69. J.R. Chen, J.Z. Cui, “Two-Scale FEM for Elliptic Mixed Boundary Value Problems with Small Periodic Coefficients”, J. Comp. Math., Vol.19, No.5, 2001, PP 549-560. 

　　70. 刘晓奇,曹礼群,崔俊芝, “复合材料弹性结构的高精度多尺度算法与数值模拟”,计算数学, Vol.23, No.3, 2001, 367-384. Liu Xiaoqi, Cao Liqun and Cui Junzhi, “Multiscale high accuracy algorithm and numerical simulation for elastic structures of composite materials with periodic configuration”, Vol.23, No.3, 2001,367-384. Chinese J. Numer. Math.\ & Appl. Vol.23, No.3, 2001. 

　　71. 单衍景，崔俊芝，梁复刚，“基于岩体结构面统计模型和有限元应力场的滑移路经的搜索方法”，数值计算与计算机应用, Vol.21, No.４, 2001, 300-310. Y.J. Shan, J.Z. Cui and F.G. Liang, “The searching Method of Slide Path Based on Statistics Model of Discontinuities and FE Stress Field”, Chinese J. Numer. Math. & Appl.Vol.21, No.3, 2001. 

　　72. J.Z. Cui, “Multi-Scale Computational Method for Unified Design of Structure, Components and Their Materials”, invited presentation on‘Chinese Conference of Computational Mechanics, CCCM-2001’, Dec.5-8, 2001, Proc. On ‘Computational Mechanics in Science and Engineering’, Peking University Press, 2001, PP 33-43. 

　　73. 曹礼群，崔俊芝，“随机复合材料弹性结构的多尺度算法”，‘工程和科学中的计算力学’-- 中国计算力学大会2001会议论文集，北京大学出版社，2001，PP 645-654。 

　　74. 单衍景，崔俊芝，“适应于具有大量随机裂纹分布区域的有限元网格自动剖分算法”，同上，PP 655-662。 

　　75. 冯永平，崔俊芝，梁复刚，“几类新型伸缩节的有限元分析与数值模拟”，同上，PP 708-714. 

　　76. 崔俊芝, “面向二十一世纪的计算机辅助工程（CAE）”, 铁路高新技术国际学术报告会,邀请报告，2002年1月22－24日． J.Z. Cui, “21-st Century Oriented Computer Aided Engineering”, Invited Presentation on ‘International Seminar on Rail High technology’, Jan. 22-24/2002, Beijing, Proceedings of ‘International Seminar on Rail High technology’, 133-153. 

　　77. J.R. Chen, J.Z. Cui, “A Multi-Scale Rectangular Element Method for Elliptic Problems with Entirely Small Periodic Coefficients”, Applied Math. And Comp., 130(2002), P39-52. 

　　78. 曹礼群，崔俊芝等，“具有周期空洞和振荡系数的二阶椭圆算子谱分析与数值模拟”，中国科学，第３２卷，第４期，2002年4月，362-373. L.Q. Cao, J.Z. Cui, “Spectral Analysis and Numerical Simulation for Second Order Elliptic Operator with Periodic Hole and Sharp Oscillation Coefficients”, Science in China, vol.32, No.2, 2002, 362-373. 

　　79. 单衍景，崔俊芝，梁复刚,“基于结构面统计模型和应力场的岩体稳定性分析的期望路经方法”，岩体力学与工程学报，第21卷，第2期，2002, 151-157. Y.J. Shan, J.Z. Cui and F.G. Liang, “ Expected Slide Path Method For Stability Analysis of Rock Mass Based on Statistics Model of Joints and Stress Field”, Chinese Journal of Rock Mechanics and Engineering, Vol.21, No.2, 2002, 151-157. 

　　80. J.R. Chen, J.Z. Cui, “Two-Scale Curved Element Method for Elliptic Problems with Small Periodic Configurations”, J. Comp. Math., Vol.20, No.4, 2002, 381-390. 

　　81. 何文明，崔俊芝，朱起定，“一种改进的超收敛与外推的方法”，计算数学，第24卷第3期，2002 年8月，P327-334. W.M. He, J.Z. Cui, Q.D. Zhu, “An Improved Method on Super-convergence and Extrapolation”, Mathematica Numerica Sinica, Vol.24, No.3, Aug. 2002, P327-334. 

　　82. J.Z. Cui and Y.J. Shan, “Multi-Scale Computation of Mechanical Parameters for Composite Materials with Multilevel Random Distribution”, Invited Presentation on ‘The Sino-US Joint Symposium on Multi-Scale Analysis in Material Sciences and Engineering’, June 17-20/2002, Beijing, China. 

　　83. Y.D. Feng, Y.S. Wang, J.Z. Cui, “Transient BEM Analysis of Plane Wave Scattering from an Inclusion with a Unilateral Frictional Contact Interface”, Proc. 3-rd Intern. Conf. On BeTeQ, Sep.10-12, 2002, Beijing, Boundary Element Techniques, Tsinghua University Press Springer, 2002, P27-33. 

　　84. L.Q. Cao, J.Z. Cui, D.C. Zhu, “Multiscale asymptotic analysis and numerical simulation for the second order Helmholtz equations with rapidly oscillating coefficients over general domains”, SIAM J. Numer. Anal., Vol.40, No. 2, 2002, PP. 543-577. 

　　85. L.Q. Cao, J.Z. Cui, D.C. Zhu and J.L. Luo, “Spectral analysis and numerical simulation for second order elliptic operator with highly oscillating coefficients in perforated domains with a periodic structure”, Science in China (Series A), Vol.45, No.12, Dec.2002, 1588-1602. 

　　86. L.Q. Cao, J.Z.Cui, J.L.Luo, “Multiscale asymptotic expansion and a post-processing algorithm for second order elliptic problems with highly oscillatory coefficients over general convex domains”, J. Comp. And Appl. Math. 157, 1-29, 2003. 

　　87. 何文明，崔俊芝，《关于某类带小周期参数的方程的数值解法》, 计算数学, 第25券第4期，2003年，471-479. He Wenming, Cui Junzhi, “A numerical method for some equation with oscillatory Coefficients”, Vol.25, No.4, November 2003, 471-479. 

　　88. Y.D. Feng, Y.S. Wang, Z.M. Zhang and J.Z. Cui, “Dynamic interaction of plane waves with an unilaterally and frictionally constrained inclusion-time domain boundary element analysis”, ACTA MECHANICAL SOLIDA SINICA, Vol.26, No.3, September 2003, 189-196. 

　　89. 崔俊芝, 冯云平，“空洞复合材料结构热力耦合问题的多尺度方法”，‘工程与科学中的计算力学’，中国计算力学大会 ‘ 2003论文集’, 2003年10月27—29日,北京, 大会报告。 

　　90. 李友云，崔俊芝，“具有随机颗粒分布复合材料力学参数的多尺度计算”， ‘工程与科学中的计算力学’，中国计算力学大会 ‘ 2003论文集’, 2003年10月27—29日, 北京。 

　　91. J.Z. Cui, Y.Y. Li, “The Multi-Scale Computational Method for Mechanics Parameters of Composite Materials with Random Grain Distribution”, Invited presentation on ‘International Symposium on Macro- Meso- Micro-, and Nano- Mechanics of Materials (MM2003)’, Hong Kong, 8-10 , Dec./2003. 

　　92. Y.P. Feng, J.Z. Cui, “Multi-Scale  Finite Element Analysis for The Mixed Boundary Value Problem In a Perforated Domain Under Coupled Thermo-elasticity”, International Symposium on Macro- Meso- Micro-, and Nano- Mechanics of Materials (MM2003), Hong Kong, 8-10 , Dec./2003. 

　　93. Yongping Feng and Junzhi Cui, “Multi-Scale analysis for the structure of composite materials with small  periodic configuration under condition of thermo-elasticity”, ACTA MECHANICAL SINICA，vol.19, No.6, Dec.2003, 585-592。 

　　94. Yongping Feng and Junzhi Cui, “Multi-Scale FE computation for the structure of composite materials with small periodic configuration under condition of thermo-elasticity”, ACTA MECHANICAL SINICA, Vol.20, No.1, February 2004, 54-63. 

　　95. L.Q.Cao and J. Z. Cui, Asymptotic expansion and numerical algorithms of eigenvalues and eigenfunctions of the Dirichlet problem for the second order elliptic equations in perforated domains, Numer. Math., 96， 525-581, 2004. 

　　96. Y.Y. Li and J.Z. Cui, “Two-scale analysis method for predicting heat transfer performance of composite materials with random grain ditribution”, Science in China Ser. A Mathematics, 2004, Vol.47 Supp. 101-110.  

　　97. J.R. Chen and J.Z. Cui, “Two-scale finite element method for non-self-adjoint elliptic problems with rapidly oscillatory coefficients”, Applied Mathematic and Computation, 150(2004), 585-601.  

　　98. 何文明，崔俊芝，《一类特殊的椭圆型问题的高效蒙特卡罗算法》，系统科学与数学，Vol.24, No.2, 2004,4, 210-217. He Wenming, Cui Junzhi, “A high efficient Monte-Carlo method for a special kind of elliptic problem”, J. Sys. Sci. & Math. Scis. Vol.24, No.2, 2004, 4, 210-217. 

　　99. 何文明，崔俊芝，“针对字符串等复杂数据的一种新的高效分档混合排序算法”，小型微型计算机系统，Vol.25, No.4, 2004, 698-701. He Wen-ming, CUI Junzhi, “New high efficient sorting algorithm by grading to character string data”, MINI-MICRO SYSTEMS, Vol.25, No.4, 2004, 698-701.  

　　100.J.Z. Cui and Y.A. Li, “The multi-scale analysis method for the heat conduction problems of composite materials”, Invited presentation on International conference on numerical and applied PDE’s, June 23-28, 2004, Changchun, China, and Invited presentation on ‘US-China Workshop on Multi-Scale Model-Based Simulation in Mechanics and Materials Engineering’，Sep. 3-5/ 2004, Dalian. 

　　101.李友爱，崔俊芝，“复合材料热传导问题的多尺度分析方法”，‘应用力学进展’－祝贺郑哲敏先生八十华诞，洪友士主编，科学出版社，北京，2004, PP132-139. 

　　102.李友云，崔俊芝，尤勇，盛万兴，“配电网络系统潮流计算的一种并行算法”，数值计算与计算机应用，Vol.25, No.3, 2004, PP233-240. Y.Y. Li, J.Z. Cui, Y. You, W.X. Sheng, “A Parallel Algorithm for the Computation of the Tidal Current in the Distributed Power System”, J. Mumer. Meth. & Comp. Appl., Vol.25, No.3, 2004, PP233-240. 

　　103.J.Z. Cui and Y.Y. Li, “The Multi-Scale Computational Method for Mechanics Parameters of Composite Materials with Random Distribution of Multi-Scale Grains”, Invited presentation on Workshop on Prospective Simulations of Engineering Systems, Sep.10-12, Xi’an,China, 第12届全国工程建设计算机应用学术会议，北京，2004年10月19-21日, 大会报告. 

　　104.李友云，崔俊芝，“具有大量椭圆颗粒/空洞随机分布区域的计算机模拟及改进三角形自动网格生成算法”，计算力学学报，Vol. 21, No. 5, 2004, 10, PP540-545. Youyun Li, Junzhi Cui,“Computer Simulation Method for the Domain with Large Numbers of Random Ellipse Grains / Cavities and the Improving Automatic Triangle Meshes Generation Algorithm”, Chinese Journal of Computational Mechanics, Vol. 21, No. 5, 2004, 10, PP540-545. 

　　105.Feng Y. and Cui J., “Mean Convergence of Hermite-Fejer Type Interpolation on an Arbitrary System of Nodes”, Analysis in Theory and Applications, Vol. 20, No. 3, 2004, PP199-215. 

　　106.Y.P. Feng and J.Z. Cui, “Multi-Scale Analysis and FE Computation for the Structure of Composite Materials with Small Periodic Configuration under Condition of Coupled Thermo-elasticity”, Intern. J. Numer. Meth. Engg, Vol.60, 2004, PP1879-1910.   

　　107.Wenming He and Junzhi Cui, “A Pointwise Estimate on the 1-Order Approximation of ”, IMA Journal of Applied Mathematics (2005) , Vol. 70 No.2, PP241-269. 

　　108.Wenming He and Junzhi Cui, “Asymptotic Expansion Method for the Two Point Boundary Value Problem with Small Periodic Structure”,  Applied Mathematics and Computation,Vol.161 (2005), PP 667-678. 

　　109.Y.Y. Li, J.Z. Cui, “The Multi-Scale Computational Method for the Mechanics Parameters of the Materials with Random Distribution of Multi-Scale Grains”, Composites Sciences and Technology, Vol.65 (2005), PP 1447-1458. 

　　110.连尉平，崔俊芝，“三维编织复合材料模量的双尺度有限元计算”，计算力学学报，第22卷第3期, 2005, PP 268-274. Weiping Lian and Junzhi Cui, “The Two-Scale FE Algorithms for the Mechanics Prediction of 3-D Braided Composite Materials”, Chinese Journal of Computational Mechanics,Vol.22 No.3, 2005, PP 268-274. 

　　111.J.Z. Cui, “The Report on National ‘the Tenth Five-year’ Key Projects: Digital Projevt of Urban Planning, Construction, Management and Services”, Keynote Presentation on ‘The 1-st International Conference on Intelligent and Green Building Technologies & Products’, March 28-30,2005. 崔俊芝，“国家‘十五’科技攻关项目‘城市规划、建设、管理与服务的数字化工程与应用示范’进展”，首届国际智能与绿色建筑技术研讨会，大会报告，2005年3月28-30日，中国，北京。 

　　112.J.Z.Cui and X.G. Yu, “The Two-Scale Methods for Mechanics Parameter Computation of Composite Materials with Periodic Distribution”, Invited Presentation on Seventh Hellenic-European Research on Computer Mathematics and its Applications (HERCMA 2005) Conference, 21-24 Sep. 2005, Athens, Greece. 

　　113.崔俊芝，“计算机辅助工程（CAE）的现状和未来”，中国自动化学会制造技术专业委员会和中国机械工程学会机械工业自动化分会联合举办" 全国计算机辅助工程（CAE）技术与应用高级研讨会" ，大会主题报告，2005年8月21-24日，北京。 

　　114.J.Z.Cui and X.G.Yu, “The Multi-Scale Methods for Stiffness and Strength Parameter Computation of Composites”, Keynote Lecture at ‘Symposium on Multiscale Simulations for Physical and Mechanical Behaviors of Materials of WCCM-7’ held in Hyatt Regency Century Plaza Hotel, Los Angeles, California of the United States from July 16-22, 2006.  

　　115.Wenming He, Changsheng Lin and Junzhi Cui,  Finite Element Approximation of Green Function  Based on The Method of Multi-scale Asymptotic Expansions, Applied Mathematics And Computation, Volume 174 (1 March, 2006), PP199-222. Sci. 

　　116.宋士仓，崔俊芝，小周期型复合材料稳态热传导问题的一种双尺度渐近展开收敛性分析, 数学物理学报27卷第4期, 2006. 

　　117.崔俊芝，“CAE-提升工程和产品创新能力的技术”（上、下），中国计算机用户，2006年5月。 

　　118.Wenhui Meng1*, Junzhi Cui，“Application of Fast Multi-pole Boundary Element Method to 2-D Acoustic Scattering Problem”，2nd Asia-Pacific Int. Conf. on Comp. Meth. in Engrg (ICOME 2006)，Nov. 14 -16, 2006, Hefei, China.   

　　119.崔俊芝，“产品研发中CAE担重任”，计算机世界，46，2006年11月。 

　　120.Yan Yu1*, Junzhi Cui2, Fei Han: “An Effective Computer Generation Method for the Materials with Random Distribution of Large Numbers of Heterogeneous Grains”, EPMESC X, Aug. 21-23, 2006, Sanya, Hainan,China, 2006  Tsinghua University Press & Springer - Verlag. 

　　121.J. Z. Cui, X. G. Yu, Y. Yu and F. Han，“The Multi-Scale Methods for Strength Parameter Prediction of Composite Materials with Random distribution”，The Symposium on Multi-Physics and Multi-Scale Computation of Materials-2006，(MPMSCM-2006)，Oct.13-16, 2006, Xi’an, China. 

　　122.Cui JZ, Yu XG., “The two-scale methods for mechanics parameter computation of composite materials with periodic distribution”, ACTA MECHANICA SINICA, (2006) 22: 581-594. 

　　123.Yu X.G. and Cui J.Z., “The prediction on mechanical properties of 4-step braided composites via two-scale method”. Journal of Composites Science & Technology, 67 (2007), PP471-480. 

　　124.Wenming He and Junzhi Cui, “A Finite Element Method for Elliptic Problems with Rapidly  Oscillating  Coefficients”, BIT Numerical Mathematics, Vol.47 (2007), No.1. 

　　125.Wenming He and Junzhi Cui, “A Local Error Estimate for The Method of Multiscale Asymptotic Expansions for Elliptic Problem with Rapidly Oscillating Coefficients”，J. Math. Anal. Appl., Vol. 329 (2007 ), 547-556.  

　　126.Wenming He and Junzhi Cui, “A New Approximate Method for Second Order Elliptic Problems with Rapidly Oscillating Coefficients Based on The Method of Multiscale Asymptotic Expansions”, Journal of Mathematical Analysis and Applications. Sci. （http://dx.doi.org/10.1016/j.jmaa.2007.01.085). 

　　127.J. Z. Cui, X. G. Yu, Y. Yu and F. Han，“The Multi-Scale Methods for Strength Prediction of Composite Materials with Random distribution”，The Symposium on Multi-Physics and Multi-Scale Computation of Materials-2007，Invited presentation at NSF/CBMS Conference，May 21-25, 2007, Iowa City, USA, and Semi-plenary lecture at ISCM-07, Jul.30-Aug. 1, Beijing, China. 

　　128.Junzhi Cui and Jianjun Wan, “Two-order and two-scale method for the dynamic coupled thermo-elasticity problems of composite materials with heat relaxation time”, Semi-plenary lecture at CCTAM-2007, Aug. 20-22, Beijing. 

　　129.Wan J. J., Cui J. Z., Su F, “Two-scale analysis for dynamic coupled thermo-elasticity problems of periodical composite materials”, ISCM-07, Jul.30-Aug. 1, Beijing, China. 

　　130.F. Han, J.Z. Cui, Y. Yu, “Prediction for mechanical properties of core-shell particle-filled polymers via statistical two-scale method”, ISCM-07, Jul.30-Aug. 1, Beijing, China. 

　　131.Fang Su and J.Z.Cui, “A Two-order and Two-scale Computation Model for the Damage of Composite Materials”, ICCE-15 July 15-21, 2007, Hainan island, China, and CCTAM-2007, Aug. 20-22, Beijing, China. 

　　132.Wan J.J. and Cui J.Z., “Two-scale analysis for dynamic coupled thermo-elasticity problems of periodic composite materials”, International Workshop: Advancements in Design Optimization of Materials Structures and Mechanical Systems, 17-20 Dec., 2007, Xi’an, China, Northwestern Polytechnic University and University De Liege, PP262-273. 

　　133.J.Z. Cui, “The Multi-Scale Computation in Water Power Construction of China”,能源与环境数值模拟国际会议，2007年7月，北京，邀请报告 

　　134.Y. Yu, J. Z. Cui, F. Han. “An effective computer generation method for the composites with random distribution of large numbers of heterogeneous grains”. ‘Composites Science Technology’,68: 2543-2550, 2008. 

　　135.Y. Yu, J. Z. Cui, F. Han, Y. Chen. “The two-order and two-scale method for heat conduction properties of composite materials with random distribution of grains”. ‘Computer and Experimental Simulations in Engineering and Science’ 2: PP19-34, 2008. 

　　136.F. Han, J. Z. Cui, Y. Yu. “The statistical two-order and two-scale method for predicting the mechanics parameters of core-shell particle-filled polymer composites”. ‘Interaction and Multi-scale Mechanics: An International Journal’, Vol.1 No.2, 2008, PP231-251. 

　　137.李友爱, 崔俊芝，“改进的椭圆型问题一阶渐近展开误差估计”，高等学校计算数学学报, 02期, pp 178-183, 2008。 

　　138.孟文辉, 崔俊芝，“快速多极边界元方法在二维声散射问题中的应用”，中国科学技术大学学报, 38(11), pp 1332-1340, 2008。 

　　139.Y. Li, J. Cui，S. Long, “Finite element computation for mechanics parameters of composite material with randomly distributed multi-scale grains”, Engineering Analysis with Boundary Elements, 32(4), pp 290-298, 2008.  

　　140.李友云，崔俊芝，龙述荛,“具有大量颗粒随机分布三维区域的计算机模拟及其四面体网格快速自动生成的算法”，计算力学学报，Vol 25 (3), 2008，PP319-324. 

　　141.J.Z.Cui, Fang Su. “The Two-Order and Two-Scale Method for Mechanics Behavior for the Damaged Structures of Composite Materials”. WCCM-8, Jun. 31 - Jul. 4, 2008, Venice, Italy. Keynote speaker. 

　　142.Junzhi Cui, Fei Han, Yan Yu. “The Statistical Two-order and Two-scale Method for Mechanics Parameters of Random Composite Materials”. ICHMM-08. Jun. 3-6, 2008, Huangshan, China. Invited presentation.  

　　143.F. Han, J. Z. Cui, Y. Yu. “The Statistically Second-Order Two-Scale Method for Predicting the Mechanical Performance of Composites with Inconsistent Random Distribution”. ICMRDCC, Oct. 13-16, 2008, Nanjing China. Invited presentation. 

　　144.Y. Yu, J. Z. Cui, F. Han. “Statistical Two-order and Two-scale Method for Physics Field Problems of Composites with Non-stationary Stochastic Distribution”. Cross-Strait Conference on Computational Mechanics, Aug. 24-27, 2008, Taibei China. Invited speaker.  

　　145.F. Han, J. Z. Cui, Y. Yu. “The Statistical Second-Order Two-Scale Method for Predicting Thermo-elastic Properties of Composite Structure with Inconsistently Random Distribution”. IWCMM18, Oct.8-10, 2008, Beijing, China. Invited speaker 

　　146.Yan Yu, Junzhi Cui, Fei Han, “The statistical second-order two-scale analysis method for heat conduction performances of the composite structure with inconsistent random distribution”, Computational Materials Science, 46(1), pp 151-161, 2009.  

　　147.王镜波, 崔俊芝, 聂玉峰，“单向纤维增强复合材料的双尺度分析模型及其力学参数计算”，数值计算与计算机应用, 30(01), pp 30-40。 

　　148.Fei Han, Junzhi Cui, Yan Yu, “The statistical second-order two-scale method for thermomechanical properties of statistically inhomogeneous materials”, Computational Materials Science, 46(3), pp 654-659, 2009. 

　　149.韩非，崔俊芝，于艳，“非一致随机分布复合材料力学参数预测的统计二阶双尺度方法”，物理学报，第58卷，专刊，2009年6月，S001-007。SCI. 

　　150.冯永平，崔俊芝，“周期空洞区域中热力耦合问题的双尺度有限元计算”，物理学报，第58卷，专刊，2009年6月，S327-337。SCI. 

　　151.郝柏林，崔俊芝，““1019任务”四十年”，物理学报，第58卷，第11期。SCI. 

　　152.于艳，崔俊芝，韩非，“颗粒随机分布复合材料结构的热传导性能预测的统计二阶双尺度分析方法”，材料工程学报，2009，增刊。 

　　153.J.Z.Cui, F.Han, Y.J.Shan, “Statistical multi-scale method of mechanics parameter prediction for rock mass with random cracks/joints distribution”, ‘Computational Structural Engineering’ edited by Y. yuan, J.Z. Cui and H.A. Mang, Proceedings of the International Symposium on Computational Structural Engineering , held in Shanghai, China, June 22-24,2009,Springer 2009. PP49-62. Invited Presentation. ISTP. 

　　154.Weijie Song, Junzhi Cui, Zhenglin Ye, “Visualizing 3-D tensor fields using a type of surface icons”, ‘Proceedings 11-th IEEE International Conference on Computer –Aided Design and Computer Graphics’,PP627-631, IEEE CAD/GRAPHICS 2009, August 19-21,2009, Yellow Mountain City, China. ISTP. 

　　155.J.Z.Cui, F.Han, Y.J.Shan, “Statistical multi-scale method of mechanics parameter prediction for rock mass”, ‘Rock Engineering in Difficult Conditions’, PP151-152, ‘3rd Canada- US Rock Mechanics Symposium’& ‘20th Canada Rock Mechanics Symposium’, 9-15 May,2009, Toronto, ON, Canada. ISTP. 

　　156.Youyun Li,Junzhi Cui, and Jianlong Zheng, “Homogenous method analysis for elasticity displacement fields of composites with random grains”, Mathematica Numerica Sinica, Vol.31, No.3, PP275-286.(In Chinese). 

　　157.Fang Su, Junzhi Cui, Zhan Xu,“A two-order and two-scale computation Method for nonselfadjoint elliptic problems with rapidly oscillation coefficients”, Applied Mathematic and Mechanics (English), Vol.30(12), 2009,PP1579-1588.  

　　158.Su Fang, Cui Junzhi, Xu Zhan, Dong Qiaoli, “A second-order two-scale computation method for composite structure with small quasi-periodicity ”, Finite Element in Analysis and Design, Vol.46(2010), PP320-327. 

　　159.1X. Tian, JZ. Cui, MZ. Xiang, “Atomistic Simulations on the Mechanical Behavior of Single-Crystalline Cu Nanowires under Bending and Torsion Loads”, Journal of Computational and Theoretical Nanoscience, Vol.7 No.6, 2010, 1194-1200. 

　　160.X. Tian, JZ. Cui, BW. Li, MZ. Xiang,  “Investigations on the deformation behavior of polycrystalline Cu nanowires and some factors affecting the modulus and yield strength”, Modelling and Simulation in Materials Science and Engineering, Vol.18 No.5, 2010. 

　　161.WM. He, JZ. Cui, “Error estimate of the homogenization solution for elliptic problems with small periodic coefficients on ”, Science China –Mathematics, Vol.53 No.5, 2010, 1231-1252. 

　　162.F.Han, JZ. Cui,Y. Yu, “The statistical second-order two-scale method for mechanical properties of statistically inhomogeneous materials”, Int. J. Numer. Meth. Engng. 2010; 84:972—988。 

　　163. F. Han, J. Cui, Y.Yu, “The Second-Order Two-Scale Computation for the Physics and Mechanical Behaviors of FGM’s Structure with Random Distribution”, Invited presentation on 3-rd International Conference on Multiscale Structure and Systems, jun.10-12 / 2010, Beijing.  

　　164. 宋伟杰, 崔俊芝, 叶正麟，周敏，“二阶对称张量场可视化的一种新模式”， 计算机工程与应用，2011(06): 1-4。 

　　165.向美珍，崔俊芝，田霞，“基于原子模型的非局域连续模型”， 中国科学:G 辑, 41(3), 2011. 

　　166.Yun Chen, Junzhi Cui, Yufeng Nie，“A new computational algorithm for modeling thermo-mechanical frictional contact problems of polycrystalline based on plastic slip theory”, Computer Methods in Applied Mechanics and Engineering, 2011, vol.1932, no.1, pp.1-18. 

　　167.Yun Chen, Junzhi Cui, Yufeng Nie, Xiaofeng Guan, “The Thermo-Mechanics Coupled Model of Polycrystalline Aggregates Based on Plastic Slip System in Crystals and Their Interfaces”, Advanced Materials Research, 2011,Vol. 5，pp 397-405. 

　　168.田霞，崔俊芝，“基于分子动力学模拟的多静结构微观热-力偶和行为的计算”，计算力学学报，Vol.28，No.6, Dec. 2011. 

　　169.Wen-ming He, Xiao-fei Guan c, Jun-zhi Cui，“The local superconvergence of the trilinear element for the three-dimensional Poisson problem”，J. Math. Anal. Appl., 388(2012), PP863-872. 

　　170.Wen-ming He, Jun-zhi Cui, “The Estimate of the Multi-Scale Homogenization Method for Green’s Function on Sobolev Space W1;q”, COMMU. ON PURE AND APPLIED ANALYSIS, Vol. 11, No. 2, March 2012.  

　　171.XIANG MeiZhen1*, CUI JunZhi, LI BoWen & TIAN Xia, “Atom-continuum coupled model for thermo-mechanical behavior of materials in micro-nano scales”, Sciences China-Phys Mech Astron, June 2012 Vol. 55 No. 6: 1125–1137. 

　　172.TIAN Xia1*, CUI JunZhi & LI BoWen，“A new method for modeling thermo-mechanical behaviors of polycrystalline aggregates”， Sciences China-Phys Mech Astron, 2012. 

　　173.田霞, 崔俊芝, 关晓飞. “单晶铜纳米线弯曲、扭转的变形机制的分子动力学研究”. 中国科学: 物理学 力学 天文学, 2012, 42: 965–972。 

　　174.田霞, 崔俊芝, “基于分子动力学模拟的多晶结构微观热-力耦合行为的计算” , 计算力学学报, 第29卷第1期,2012年2月，PP95-98。 

　　175.陈　云，崔俊芝，聂玉峰，“基于有限变形单晶塑性滑移的微观热－力耦合模型及其有限元计算”，固体力学学报（ＣＨＩＮＥＳＥ　ＪＯＵＲＮＡＬ　ＯＦ　ＳＯＬＩＤ　ＭＥＣＨＡＮＩＣＳ）， 第33卷第１期2012年2月（VOL 33，No.1 2012）。 

　　176.崔俊芝，杨秀敏，“土木工程科学的综合交叉研究”，‘土木学科发展现状及前沿发展方向研究’，中国工程院土木、水利、建筑工程学部，人民交通出版社，2012年5月，PP.355-368。 

　　177.欧进萍，崔俊芝，“结构工程的发展现状及前沿发展方向”， ‘土木学科发展现状及前沿发展方向研究’，中国工程院土木、水利、建筑工程学部，人民交通出版社，2012年5月，PP.1-30。 

　　178.王 静，梁 博，崔俊芝，“土木工程信息技术学科现状及前沿发展方向研究”，‘土木学科发展现状及前沿发展方向研究’，中国工程院土木、水利、建筑工程学部，人民交通出版社，2012年5月，PP.324-354。 

　　179.Zhiqiang Yang, Junzhi Cui, Yufeng Nie and Qiang Ma, "The Second-Order Two-Scale Method for Heat Transfer Performances of Periodic Porous Materials with Interior Surface Radiation", CMES, vol.88, no.5, pp.419-442, 2012. 

　　180.Qiaofu ZHANG, Junzhi CUI, “Existence theory for Rosseland equation and its homogenized equation”, Appl. Math. Mech., 33(12), 1–18 (2012). 

　　181.ZHANG QiaoFu & CUI JunZhi, “Interior Holder and gradient estimates for the homogenization of the linear elliptic equations”, SCIENCE CHINA Mathematics， Vol.56 No.8: 1575–1584, August 2013. 

　　182.Qiang Ma, and Junzhi Cui, “Second-Order Two-Scale Analysis Method for the Heat Conductive Problem with Radiation Boundary Condition in Periodical Porous Domain”, Commun. Comput. Phys, Vol. x, No. x, pp. 1-32, 2013. 

　　183.Zhiqiang YANG, Junzhi CUI, and Yiqiang LI, “The Statistical Second-Order Two-Scale Method for Heat Transfer Performance of Random Porous Materials with Interior Surface Radiation”, Intern. J. Numer. Anal.7 & Model, Ser. B , Vol. 1, No. 1, PP. 1-18, 2013. 

　　184.杨志强，崔俊芝，张乔夫, “多孔材料辐射传热耦合性能的统计二阶双尺度计算”,复合材料学报,第30卷第2期, 2013年4月. 

　　185.Zihao Yang, Junzhi Cui, “The statistical second-order two-scale analysis for dynamic thermo-mechanical performances of the composite structure with consistent random distribution of particles”, Computational Materials Science, 69 (2013) 359–373.  

　　186.Xia Tian, Junzhi Cui ect.,“Investigations on the deformation mechanisms of single-crystalline Cu nanowires under bending and torsion”, Computational Materials Science 83 (2014)，250–254. 

　　187.Xia Tian, Junzhi Cui and Xingang Yu, “Atomistic Simulations on the Mechanical Behavior of Cu Nanowires with Twin Boundaries”, Journal of Computational and Theoretical Nanoscience, Vol. 11, 1–4, 2014. 

　　188.Xia Tian, Junzhi Cui ect., “Investigations on the deformation mechanisms of single-crystalline Cu nanowires under bending and torsion”, Computational Materials Science 83 (2014) 250–254. 

　　189.Xia Tian, Junzhi Cui and Xingang Yu, “Atomistic Simulations on the Mechanical Behavior of Cu Nanowires with Twin Boundaries”, Journal of Computational and Theoretical Nanoscience,Vol. 11, 1–4, 2014. 

　　190.Bowen Li, Junzhi Cui, Xia Tian, Xingang Yu, Meizhen Xiang, “The calculation of mechanical behavior for metallic devices at nano-scale based on Atomic–Continuum Coupled model”, Computational Materials Science xxx (2014) xxx–xxx. 

　　191.Wen-ming He, Jun-Zhi Cui, Qi-ding Zhu, Zhong-liang Wen,“The local superconvergence of the linear finite element method for Poisson problem”，Numerical Methods for Partial Differential Equations，Vol. 30, No. 3, pages 930–946, May 2014 。DOI 10.1002/num.21842。 

　　192.Wen-Ming He, Jun-Zhi Cui, Qi-Ding Zhu, “The local super-convergence of the quadratic triangular element for the Poisson problem in a polygonal domain”，Numerical Methods for Partial Differential Equations, Vol. 30, No. 6, 1854-1876. DOI 10.1002/num.21881.  

　　193.Xiaofei Guana, Xian Liub, Xin Jiad, Yong Yuan, Junzhi Cui, Herbert A. Mang, "A stochastic multiscale model for predicting mechanical properties of fiber reinforced concrete", International Journal of Solids and Structures, DOI: http://dx.doi.org/10.1016/j.ijsolstr.2014.10.008. 

　　194.Zhiqiang Yang, Junzhi Cui and Qiang Ma, “The Second-Order Two-Scale Computation for Integrated Heat Transfer Problem with Conduction, Convection and Radiation in Periodic Porous Materials”, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS Series B, Vol. 19, No. 3, May 2014 pp. 827-848.  

　　195.Yang Zhi-Qiang(杨志强), Cui Jun-Zhi(崔俊芝), and Li Bo-Wen(李博文), “Second-order two-scale computations for conductive and radiative heat transfer problem in periodic porous materials”,  Chin. Phys. B Vol. 23, No. 3 (2014). 

　　196.Zihao YANG, Junzhi CUI, Yatao WU, Ziqiang WANG and Jianjun WAN, “Second-Order Two-Scale Analysis Method for Dynamic Thermo-Mechanical Problems in periodic Structure”, Intern. J. NUMERICAL ANALYSIS AND MODELING, Volume 00, Number 0, Pages 1-18. 

　　197.[10] WANG ZiQiang & CUI JunZhi, “Second-order two-scale method for bending behavior analysis of composite plate with 3-D periodic configuration and its approximation”, SCIENCE CHINA Mathematics, August 2014 Vol. 57 No. 8: 1713–1732, doi: 10.1007/s11425-014-4831-1. 

　　198.Y. T. Wu, J. Z. Cui, Y. F. Nie and Y. Zhang, “Predicting effective elastic moduli and strength of ternary blends with core–shell structure by second–order two–scale method”, CMC, vol.42, no.3, pp.205-225, 2014. 

　　199.Zhiqiang Yang, Junzhi Cui, Yi Sun, Jingran Ge. “A Multi-scale computation for transient heat conduction problem with radiation boundary condition in porous materials”. Finite Elements in Analysis and Design, 102-103(2015)7–18. 

　　200.Zhiqiang Yang, Junzhi Cui, Yi Sun, Jun Liang and Zihao Yang. “Multi-scale analysis method for thermo-mechanical performance of periodic porous materials with interior surface radiation”. Int. J. Numer. Meth. Engng, 2015, 00:1–35. 

　　201.Tiansi Han, Junzhi Cui, Xingang Yu, Yantao Yang. “A local Quantum–Atomistic –Continuum model for mechanical behaviors at micro-nano scale”. Computational Materials Science, 109 (2015) 312–322.  

　　202.Zihao Yang, Junzhi Cui, Yufeng Nie, et al. “Dynamic thermo-mechanical coupled simulation of statistically inhomogeneous materials by statistical second-order two-scale method”. Acta Mechanica Sinica, 31(5): 762-776, 2015. 

　　203.Hao Dong , Yufeng Nie, Junzhi Cui, et al. “Second-order two-scale analysis and numerical algorithms for the hyperbolic–parabolic equations with rapidly oscillating coefficients”. Chinese Physical B, 24(9): 090204, 2015. 

　　204.Zihao Yang, Junzhi Cui, Yatao Wu, Ziqiang Wang, and Jianjun Wan. “Second-order two-scale analysis method for dynamic thermos-mechanics problem in periodic structure”. Intern. J. Numer. Analysis & Modeling, Volume 12, Number 1, Pages 144-161. 

　　205.Yang Zhang, Junzhi Cui, Yufeng Nie. “The second-order two-scale computational method for ageing linear viscoelastic problem in composite materials with periodic structure”. Applied Mathematics and Mechanics (English Edition)，(Accepted). Appl. Math. Mech. -Engl. Ed., 0(0), 1–13 (2015), DOI 0，Shanghai University and Springer-Verlag. 

　　206.Zhi-Hui Li, Qiang Ma, Junzhi, Cui, “Second-order two-scale finite element algorithm for dynamic thermo-mechanical coupling problem in symmetric structure ”, Journal of Computational Physics, 314(2016), 712-748. 

　　207.Qiang Ma, Junzhi Cui, Zhi-hui Li, “Second-order two-scale asymptotic analysis for axisymmetric and spherical symmetric structure with periodic configurations”, Inten. Journal of Solids and Structures, 78(2016) 77-100. 

　　208.Qiang Ma, Junzhi Cui, Zhihui Li, Ziqiang Wang, “Second-order asymptotic algorithm for heat conduction problems of periodic composite materials in curvilinear coordinates”, Journal of Computational and Applied Mathematics 306 (2016) 87–115. 

　　209.Zhihui Li, Qiang Ma and Junzhi Cui, “Finite element algorithm for dynamic thermo-elasticity coupling problems and application to transient response of structure with strong aero-thermo-dynamic environment” , Commun. Comput. Phys., Vol. 20, No. 3, pp. 773-810, September 2016. doi: 10.4208/cicp.270515.010216a. 

　　210.Zhiqiang Yang, Junzhi Cui, Song Zhou, “Thermo-mechanical analysis of periodic porous materials with micro-scale heat transfer by multi-scale asymptotic expansion method”，International Journal of Heat and Mass Transfer，92 (2016) 904–919. 

　　211.Yang, Y., Cui, J., & Han, T., “Error analysis for momentum conservation in Atomic-Continuum Coupled Model”， Computational Mechanics, (2016) 58(2), 199–211. 

　　212.Hao Dong, Yufeng Nie, Junzhi Cui, Yatao Wu, Zihao Yang， “Second-order two-scale analysis and numerical algorithm for the damped wave equations of composite materials with quasi-periodic structures”， Applied Mathematics and Computation，November 22, 2016;9:31. 

　　213.Zihao Yang, Yang Zhang, Hao Dong, Junzhi Cui*, Xiaofei Guan,Zhiqiang Yang, “High-order three-scale method for mechanical behavior analysis of composite structures with multiple periodic configurations”, Composites Science and Technology 152 (2017) 198-210. 

　　214.Zhiqiang Yang, Yi Sun, Junzhi Cui, Zihao Yang, “The hole-filling method and multiscale algorithm for the heat transfer performance of periodic porous materials”,Journal of Computational and Applied Mathematics, Volume 311, February 2017, Pages 583-598. 

　　215.Zhiqiang Yang, Junzhi Cui, Yi Sun, ... Youcai Xiao, “A stochastic multiscale method for thermo-mechanical analysis arising from random porous materials with interior surface radiation”, Advances in Engineering Software, Volume 104, February 2017, Pages 12-27. 

　　216.Hao Dong, Yufeng Nie, Junzhi Cui, Yatao Wu, Zihao Yang, “ Second-order two-scale analysis and numerical algorithm for the damped wave equations of composite materials with quasi-periodic structures” , Applied Mathematics and Computation 298 (2017) 201–220. 

　　217.Hao Dong, Junzhi Cui, Yufeng Nie and Zihao Yang, “Second-Order Two-Scale ComputationalMethod for NonlinearDynamic Thermo-Mechanical Problems of Composites with Cylindrical Periodicity”, Commun. Comput. Phys., Vol. 21, No. 4, pp. 1173-1206, April 2017. 

　　218.Yantao Yang, Junzhi Cui, Yifan Yu, Meizhen Xiang, “Macroscopic damping model for structural dynamics with random polycrystalline configurations”, Acta Mech. Sin.(2018) 34(3):493–506, https://doi.org/10.1007/s10409-017-0733-0. 

　　219. Wen-mingHe, JunzhiCui, JiangmanShen,” The local ultraconvergence for high-degree Galerkin finite element methods”, J. Math. Anal. Appl. 446 (2017) 62–86. 

　　220.Hao Dong, Junzhi Cui, Yufeng Nie, Zihao Yang, Ziqiang Wang，“High-Order Three-Scale Computational Method for Heat Conduction Problems　of Axisymmetric Composite Structures with Multiple Spatial Scales”， Advances in Engineering Software，121 (2018),1-12. 

　　221.Hao Dong, Junzhi Cui, Yufeng Nie, Qiang Ma, Zihao Yang, “Multiscale Computational Method for Thermoelastic Problems of Composite Materials with Orthogonal Periodic Configurations”, Applied Mathematical Modelling 60 (2018) 634–660. 

　　222.Hao Dong, Yufeng Nie, Junzhi Cui, Zihao Yang, Ziqiang Wang, “Second-Order Two-Scale Analysis Method for Dynamic Thermo-Mechanical Problems of Composite Structures With Cylindrical Periodicity”, Intern. J. Numer. Analysis & Modeling, Vol. 15, No. 6, 834–863.  

　　223.Hao Dong, Junzhi Cui, Yufeng Nie, Zihao Yang, “Second-Order Two-Scale Computational Method for Damped Dynamic Thermo-Mechanical Problems of Quasi-Periodic Composite Materials”， Journal of Computational and Applied Mathematics 343 (2018) 575–601. 

　　224. Hao Dong, Junzhi Cui, Yufeng Nie, Zihao Yang, Zhiqiang Yang，“Multiscale Computational Method for Heat Conduction Problems of Composite Structures with Diverse Periodic Configurations in Different Subdomains”, Computers and Mathematics with Applications, 76 (2018) 2549–2565. 

　　225. Hao Dong, Junzhi Cui, Yufeng Nic, Zihao Yang, Qiang Ma， Xiaohan Cheng， “Multiscale computational method for transient heat conduction problems of periodic porous materials with diverse periodic configurations in different subdomains”, Applied Numerical Mathematics 136 (2019) 215–234. 

　　226.Jieqiong Zhang*, Junzhi Cui, Zihao Yang, Yifan Yu. “Heat capacity and thermal expansion of metal crystalline materials based on dynamic thermal vibration.  Computational  Mechanics.  2019, 63(5), 971-984. Doi：10.1007/s00466-018-1632-3 

　　227.Z.Q. Yang*, Y. Sun, J.Z. Cui, J. G. Ge*, “A three-scale asymptotic expansion for predicting viscoelastic properties of composites with multiple configuration”, European Journal of Mechanics-A/Solids, 2019, 76: 235-246.  

　　228.Z.Q. Yang*, Y. Sun, J.Z. Cui, T.Y. Guan, “A second-order two-scale algorithm for thermo-mechanical coupling problems in quasi-periodic porous materials”, Communications in Computational Physics, 2019, 25(4): 1144-1176.  

　　229.H. Dong*, X.J. Zheng, J.Z. Cui, Z.Q. Yang*, Z.H. Yang, “Multiscale computational method for dynamic thermo-mechanical problems of composite structures with diverse periodic configurations in different subdomains”, Journal of Scientific Computing, 2019,79(3): 1630-1666.  

　　230.H. Dong*, X.J. Zheng, J.Z. Cui, Y.F. Nie, Z.Q. Yang*, Q.Ma, “Multiscale computational method for dynamic thermo-mechanical performance of heterogeneous shell structures with orthogonal periodic configurations”, Computer Methods in Applied Mechanics and Engineering, 2019, 354(1), 143-180.  

　　231.Qiang Ma, Hao Wang*, Zhiqiang Yang*, Zhihui Li, Junzhi Cui. “Second-Order Asymptotic Analysis and Computations of Axially and Spherically Symmetric Piezoelectric Problems for Composite Structures”, Journal of Scientific Computing, 2019, 81(2), 689–731. 

　　232.Hao Dong, Xiaojing Zheng, Junzhi Cui, Zhiqiang Yang, Zihao Yang. “High-order three-scale computational method for dynamic thermo-mechanical problems of composite structures with multiple spatial scales”. International Journal of Solids and Structures, 2019,169, 95-121. 

　　233.崔俊芝，余翌帆，“基于分子动力学模拟的金属构件的弹-塑性分解方法”，计算数学，42卷3期，2020年8月。Cui Junzhi, Yu Yifan, “Elastic-Plastic Decomposition Method of Metallic Structure based on Molecule Dynamics Simulation”, Mathematica Numerica Sinica, Vol.42, No.3, Aug., 2020.  

　　234.Xia Tian, Junzhi Cui, Mei Yang, Kaipeng Ma, Meizhen Xiang, “Molecular Dynamics Simulations on Shock Response and Spalling Behaviors of Semi-Coherent {111} Cu-Al Multilayers”, International Journal of Mechanical Sciences 172 (2020) 105414.  

　　235.Jieqiong Zhang, Junzhi Cui, Zihao Yang, Shangkun Shen, “Thermo-Dynamic Properties and Thermos-Elastic Constitutive Relation for Cubic Crystal Structures Based on Improved Free Energy”, Computational Mechanics (2020) 65:989–1003. 

　　236. Changqing Ye, Hao Dong, Junzhi Cui, “Convergence Rate of Multiscale Finite Element Method for Various Boundary Problems”, Journal of Computational and Applied Mathematics, 374 (2020) 112754. 

　　237.Xia Tian, Kaipeng Ma, Guangyu Ji, Junzhi Cui, Yi Liao, Meizhen Xiang, “Anisotropic shock responses of nano-porous Al by molecular dynamics simulations”, PLOS ONE, March 17, 2021. 

　　238.Xia Tian, Meizhen Xiang, Junzhi Cui, Guangyu Ji, and Zhuojia Fu,“Spalling fracture of Ni/Al nanolaminates influenced by chemical reaction”, J. Appl. Phys. 130, 075103 (2021); https://doi.org/10.1063/5.0056596. 

　　239.Shangkun Shen, Zihao Yang, Fei Han, Junzhi Cui, Jieqiong Zhang, “Peridynamic modeling with energy-based surface correction for fracture simulation of random porous materials”, Theoretical and Applied Fracture Mechanics, 114(2021) 102987. 

　　240.Changqing Ye, Junzhi Cui and Hao Dong, “Asymptotic Analysis of Nonlinear Robin-Type Boundary Value Problems With Small Periodic Structure”, Multiscale Model. Simul., Vol. 19, No. 2, pp. 830—845. 

　　241.Yu, Y., Cui, J. “Elastic–plastic deformation decomposition algorithm for metal clusters at the atomic scale”, Comput. Mech. 67, 567–581 (2021). https://doi.org/10.1007/s00466-020-01948-5.