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  深切缅怀刘伟庆教授


 

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周叮

http://cce.njtech.edu.cn/__local/B/D2/E9/85DB1EB2774C0FDCE11068E1333_D948D5AD_C86D.jpg?e=.jpg

Prof. Dr. ZHOU Ding周叮

 

周叮,男,1957520日生,江苏阜宁人。南京工业大学土木工程学院特聘教授,教授二级,南京工业大学土木工程学科博士生导师、南京理工大学力学学科博士生导师。

兼任江苏省力学学会常务理事,江苏省复合材料学会理事。担任国际著名期刊Applied Mathematical Modelling编委。发表学术论文350余篇,论文他引2500余次,SCI检索h-index=262003年入选世界名人录Who's Who,系Springer热应力大百科全书条目撰写人,48SCI期刊固定审稿人,与香港大学、英国曼切斯特大学、加拿大湖首大学和麦吉尔大学、美国霍华德大学、丹麦奥胡斯大学、澳大利亚国立大学和莫纳什大学、韩国延世大学、台湾大学等有科研合作关系。研究成果获国防科学技术三等奖(1999,5)江苏省科学技术一等奖(20145)教育部科技进步二等奖(20164)、江苏省科学技术奖三等奖(20163)、中国公路学会科学技术奖二等奖(20165)、中国公路学会科学技术奖一等奖(201811)。

 

        受教育经历

1978/03 – 1982/07,清华大学,工程力学系固体力学专业,工学学士。

1982/07 – 1985/03,清华大学,工程力学系一般力学专业,工学硕士。

2002/01 – 2003/06,香港大学,土木工程系,哲学博士。

 

        国内工作经历

1974/07 – 1975/11 江苏省阜宁县吴滩公社大沟大队,务农。

1975/11 – 1976/11 江苏省阜宁县吴滩公社双港大队,工作队队员。

1976/11 – 1977/02 江苏省阜宁县陈集中学,代课教师。

1977/02 – 1978/03 江苏省阜宁县大刘农中,民办教师。

1985/03 – 1991/11 华东工学院一系105教研室,讲师。

1991/11 – 1995/05 南京理工大学机械学院105教研室,副教授。

1995/05 – 1999/11 南京理工大学机械学院105教研室,教授。

1999/11 – 2006/04 南京理工大学理学院力学与工程科学系,教授。

2006/04 至今,   南京工业大学土木工程学院建筑工程系,特聘教授。

 

        境外工作经历

1996/06 – 2003/07 香港大学土木工程系,副研究员、高级研究员。

2004/07 – 2006/07 英国曼切斯特大学航空、机械与土木学院,博士后。

2011/06 – 2011/09 香港大学土木工程系,客座教授。

2013/02 – 2013/05 香港大学土木工程系,客座教授。

 

        代表性科研项目

项目名称、编号

项目来源

起止年月

基于流体子域法的复杂柱形储液系统动力学特性研究(11172123

国家自然科学基金

2012.01

2015.12

人与结构动力相互作用建模研究(11372127

国家自然科学基金

2014.01

2017.12

考虑SSI效应的大型储罐动力学特性及其隔板减晃研究,

国家自然科学基金

2020.01

2023.12

大跨径混凝土梁桥FRP综合加固技术研究(2012CB026205-2

国家重点基础研究发展计划(973计划)

2012.02

2017.01

-桥碰撞动力学建模及复合材料防撞装置应用研究(12KJA580002

江苏省属高校自然科学研究重大项目

2012.08

2016.07

-建筑群动力相互作用机理及其地震响应特征研究BK20131410

江苏省自然科学基金

2013.07

2016.06

 

        代表性著作

1周叮、王珏著,土与结构动力相互作用半解析方法,科学出版社,2019

2.周叮、王佳栋著,隔板防晃理论及其应用,科学出版社,2019

3.周叮著,静力梁函数在结构振动分析中的应用,科学出版社,2013

4周叮著,基于切比雪夫-李兹法的结构元三维振动分析,科学出版社,2007

5.靳天佑,高乃同,魏传礼,周叮编著,计算机辅助自动武器设计,北京理工大学出版社,1995

 

  代表性论文

国际期刊论文:

1.       Hai Qian, Ding Zhou, Jie Yin & Yuexiang Qiu, A theoretical investigation on the thermal response of laminated cylindrical panel, Archive of Applied Mechanics, 2020.

https://doi.org/10.1007/s00419-019-01621-1

2.       Ying Sun, Ding Zhou, Marco Amabili, Jiadong Wang & Huixuan Han, Liquid sloshing in a rigid cylindrical tank equipped with a rigid annular baffle and on soil foundation, International Journal of Structural Stability and Dynamics, 2050030, 2020. https://doi.org/10.1142/ S0219455420500303

3.       Zhong Zhang, Ding Zhou, Xiuli Xu & Xuehong Li, Analysis of thick beams with temperature-dependent material properties under thermomechanical loads, Advances in Structural Engineering, 2020. https://doi.org/10.1177/1369433220901810

4.       Zhong Zhang, Ding Zhou, Hai Fang, Jiandong Zhang & Xuehong Li, Analysis of laminated beams with temperature-dependent material properties subjected to thermal and mechanical loads, Composite Structures 227, 11304, 2019.

5.       Hai Qian, Sai-Huen Lo, Ding Zhou & Yang Yang, 3-D Thermo-Stress Field in Laminated Cylindrical Shells, Computer Modeling in Engineering and Sciences 121, 215-24, 2019.

6.       Xun Meng, Xuehong Li, Xiuli Xu, Jiandong Zhang, Wenling Zhou & Ding Zhou, Earthquake Response of Cylindrical Storage Tanks on an Elastic Soil, Journal of Vibrational Engineering and Technologies 7, 433-444, 2019.

7.       Zhong Zhang, Ding Zhou, Xiuli Xu & Xuehong Li, Stresses of orthotropic laminated beams subjected to high temperature and mechanical load, Theoretical & Applied Mechanics Letters 9, 279-284, 2019.

8.       L. Ying, X. Meng, D. Zhou, X. Xu, J. Zhang & X. Li, Sloshing of fluid in a baffled rectangular aqueduct considering soil-structure interaction, Soil Dynamics and Earthquake Engineering 122, 132-147, 2019.

9.       Y. Sun, D. Zhou & J. Wang, An equivalent mechanical model for fluid sloshing in a rigid cylindrical tank equipped with a rigid annular baffle, Applied Mathematical modelling 72, 569-587, 2019.

10.   Ding Zhou, Jianshi Fan, Hongwei Wang & Xiaopeng Zhang, Three-Dimensional Dynamics Analysis of Rotating Functionally Gradient Beams Based on Timoshenko Beam Theory, International Journal of Applied Mechanics 11, 1950040, 2019.

11.   Jue Wang, Ding Zhou, Yuquan Zhang & Wei Cai, Vertical impedance of a tapered pile in inhomogeneous saturated soil described by fractional viscoelastic model, Applied Mathematical Modelling 75, 88-100, 2019.

12.   Z. Pei, L. Wang, P. Wu, J. Zhang & D. Zhou, Analytical solution of deformations for two-layer Timoshenko beams glued by a viscoelastic interlayer, Mathematical Problems in Engineering, 7620816, 2019.

13.   J. Wang, S.H. Lo, D. Zhou & Y. Dong, Nonlinear sloshing of liquid in a rigid cylindrical container with a rigid annular baffle under lateral excitation, Shock and Vibration, 5398038, 2019.

14.   Z. Zhang, W.L. Zhou, D. Zhou, R.L. Huo & X.L. Xu, Elasticity solution of laminated beams with temperature-dependent material properties under a combination of uniform thermo-load and mechanical loads, Journal of South Central University 25, 2537-2549, 2018.

15.   Jiadong Wang & Ding Zhou, Coupled responses of partially liquid-filled container with multi elastic annular baffles under lateral excitations, ASCE Journal of Aerospace Engineering 31(6), 04018102, 2018.

16.   Jue Wang & Ding Zhou, A simple model for vertical dynamic interactions among a group of strip footings rested on homogeneous half-space, Shock and Vibration, 7382392, 2018.

17.   Q. Liu, D. Zhou, J. Wang & W. Liu, Mechanical behavior of FRP confined steel tubular columns under impact load, Steel and Composite Structures 27: 691-702, 2018.

18.   Peng Wu, Ding Zhou, Weiqing Liu & Hai Fang, Time-dependent behavior of layered arches with viscoelastic interlayers, Mechanics of Time-Dependent Materials 22, 315-330, 2018.

19.   Jianshi Fang, Ding Zhou & Yun Dong, Three-dimensional vibration of rotating functionally graded beams, Journal of Vibration and Control 24, 3292-3306, 2018.

20.   Ruili, Huo, Weiqing Liu, Peng Wu & Ding Zhou, Analytical solutions for sandwich plates considering permeation effect by 3-D elasticity theory, Steel and Composite Structures 25, 127-139, 2017.

21.   Peng Wu, Ding Zhou, Weiqing Liu, Weidong Lu & Li Wan, Three-dimensional elasticity solution of layered plates with viscoelastic interlayers, Mechanics of Time-Dependent Materials 21, 307-329, 2017.

22.   Huixuan Han, Ding Zhou & Tianjian Ji, Mechanical Parameters of standing body and applications in human-structure interaction, International Journal of Applied Mechanics 9, 1750021, 2017.

23.   Ying Sun, Ding Zhou, Natural frequency of bridge pier considering soil shear effect in layer foundation, International Journal of Engineering and Technology 9, 474-479, 2017.

24.   Ze-jun Liu, Yong Huang, Ding Zhou & Hong Ge, Analysis of external water pressure for a tunnel in fractured rocks, Geofluids 2017, 8618613, 2017.

25.   Hai Qian, Ding Zhou, Weiqing Liu, Weidong Lu & Hai Fang, Thermal stresses in layered thick cylindrical shells of infinite length, Journal of Thermal Stresses 40, 322-343, 2017.

26.   Peng Wu, Ding Zhou, Weiqing Liu, Weidong Lu & Hai Fang, 3-D exact solution of two-layer plate bonded by a viscoelastic interlayer with memory effect, Composite Structures 164, 191-303, 2017.

27.   J. Wang, D. Zhou, T. Ji & S. G. Wang, Horizontal dynamic stiffness and interaction factors of inclined piles, ASCE International Journal of Geomechanics 17, 04017075, 2017.

28.   J.S. Fang & D. Zhou, Free vibration analysis of rotating Mindlin plates with variable thickness, International Journal of Structural Stability and Dynamics 17, 1750046, 2017.

29.   J.S. Fang & D. Zhou, In-plane vibration analysis of rotating tapered Timoshenko beams, International Journal of Applied Mechanics 8, 1650064, 2016.

30.   Peng Wu, Ding Zhou, Weiqing Liu, Li Wan & Duo Liu, Elasticity solution of two-layer beam with a viscoelastic interlayer considering memory effect, International Journal of Solids and Structures 94-95, 76-86, 2016.

31.   J. Wang, D. Zhou, W.Q. Liu & S.G. Wang, Nested lumped-parameter model for foundation with strongly frequency-dependent impedance, Journal of Earthquake Engineering 20, 975-991, 2016.

32.   J.D. Wang, D. Zhou & W.Q. Liu, Coupled response of liquid in a rigid cylindrical container equipped with an elastic annular baffle, Meccanica 51, 2045-2058, 2016.

33.   P. Wu, D. Zhou & W.Q. Liu, 2-D elasticity solutions of two-layer composite beams with an arbitrarily shaped interface, Applied Mathematical Modelling40, 1477-1493, 2016.

34.   P. Wu, D. Zhou & W.Q. Liu, 2-D elasticity solution of layered composite beams with viscoelastic interlayers, Mechanics of Time-Dependent Materials 20, 65-84, 2016.

35.   D. Zhou, H. Han, T. Ji, X. Xu, Comparison of two models for human-structure interaction, Applied Mathematical Modelling 40, 3738-3748, 2016.

36.   J.S. Fang & D. Zhou, Free vibration analysis of rotating axially functionally graded tapered Timoshenko beams, International Journal of Structural Stability and Dynamics 16, 1550007 (19pages), 2016.

37.   Xiuli Xu, Xiang Xu, Weiqing Liu & Ding Zhou, A New Formula of Impact Stiffness in Linear Viscoelastic Model for Pounding Simulation, Shock and Vibration, 2016 (2016), Article ID 5861739, 7 pages.

38.   J. Wang, H. GangaRao, R. Liang, D. Zhou, W. Liu & Y. Fang, Durability of glass fiber-reinforced polymer composites under the combined effects of moisture and sustained loads, Journal of Reinforced Plastics and Composites 34, 1739-1754, 2015.

39.   D. Zhou & S.H. Lo,3-D free vibration analysis of doubly-curved shells, Journal of Vibration and Control 21, 2306-2324, 2015.

40.   H. Qian, D. Zhou, W.Q. Liu & H. Fang, Elasticity Solution of laminated beams subjected to   thermo-loads, Journal of Central South University 22, 2297-2305, 2015.

41.   J. Fang & D. Zhou, Free vibration analysis of rotating axially functionally graded-tapered beams using ChebyshevRitz method, Materials Research Innovations 19, S5-1255-S5-1262, 2015.

42.   H. Qian, D. Zhou, W.Q. Liu, H. Fang & W.D. Lu, Elasticity solutions of simply supported laminated cylindrical arches subjected to thermo-loads, Composite Structures 131, 273-281, 2015.

43.   J. Wang, S.H. Lo & D. Zhou, Frequency-dependent impedance of a strip foundation group and its representation in time domain, Applied Mathematical Modelling 39, 2861-2881, 2015.

44.   H. Qian, D. Zhou, W.Q. Liu, H. Fang & W.D. Lu, 3-D elasticity solutions of layered rectangular plates subjected to thermo-loads, Journal of Thermal Stresses 38, 377-398, 2015.

45.   F. Zhang, W. Liu, L.Wang, Y. Qi, D. Zhou & H. Fang, Flexural behavior of hybrid composite beams with a bamboo layer and lattice ribs, Journal of Reinforced Plastics and Composites 34, 521-533, 2015.

46.   D. Zhou, J.D. Wang & W.Q. Liu, Nonlinear free sloshing of liquid in rigid cylindrical container with a rigid annular baffle, Nonlinear Dynamics 78, 2557-2576, 2014.

47.   J. Wang, W. Liu & D. Zhou, Mechanical behaviour of CFDST stub columns confined by FRP under axial compression, Steel and Composite Structures 17, 431-452, 2014.

48.   J. Wang, S.H. Lo & D. Zhou, Effect of a forced harmonic vibration pile to its adjacent pile in layered elastic soil with double shear model, Soil Dynamics and Earthquake Engineering 67, 54-65, 2014.

49.   J. Wang, D. Zhou & W.Q. Liu, Horizontal impedance of pile groups considering shear behavior of multilayered soils, Soils and Foundations 54, 927-937, 2014.

50.   Y.P. Xu, T. Yu & D. Zhou, Two-dimensional elasticity solution for bending of functionally graded beams with variable thickness, Meccanica 49, 2479-2489, 2014.

51.   Zhibin Ling, Huifeng Yang, Weiqing Liu, Weidong Lu, Ding Zhou & Lu Wang, Pull-out strength and bond behaviour of axially loaded rebar glued-in glulam, Construction & Building Materials 65, 440-449, 2014.

52.   H. Qian, D. Zhou, W.Q. Liu & H. Fang, 3-D elasticity solutions of simply supported laminated rectangular plates in uniform temperature field, Journal of Thermal Stresses 37, 661-677, 2014.

53.   J.D. Wang, S.H. Lo & D. Zhou, Sloshing of liquid in rigid cylindrical container with multiple rigid annular baffles: Lateral excitations, Journal of Fluids and Structures 42, 421-436, 2013.

54.   D. Zhou & S.H. Lo, Three-dimensional vibration analysis of twisted cylinder with sectorial cross-section, ASME Journal of Applied Mechanics 80, 021016-1-021016-10, 2013.

55.   T. Ji, D. Zhou & Q. Zhang, Models of a standing human body in vertical vibration, Proceedings of the Institution of Civil Engineers-Structures and Buildings 166, 367-378, 2013.

56.   H. Wang, W. Liu, D. Zhou, S. Wang & D. Du, Lumped-parameter model of foundations based on complex Chebyshev polynomial fraction, Soil Dynamics and Earthquake Engineering 50, 192-203, 2013.

57.   D. Zhou & O.G. McGee, On the three-dimensional vibrations of elastic prisms with skew cross-section, Meccanica 48, 993-1016, 2013.

58.   J.D. Wang, D. Zhou & W.Q. Liu, Study on coupled vibration characteristics of a cylindrical tank with multiple flexible annual baffles, Science in China (Technological Sciences) 55, 3292-3301, 2012.

59.   J.D. Wang, D. Zhou & W.Q. Liu, Sloshing of liquid in rigid cylindrical container with a rigid annular baffle. Part I: free vibration, Shock and Vibration 19, 1185-1203, 2012.

60.   J.D. Wang, D. Zhou & W.Q. Liu, Sloshing of liquid in rigid cylindrical container with a rigid annular baffle. Part II: lateral excitation, Shock and Vibration 19, 1205-1222, 2012.

61.   J.D. Wang, S.H. Lo & D. Zhou,Liquid sloshing in rigid cylindrical container with multiple rigid annular baffles: free vibration, Journal of Fluids and Structures 34, 138-156, 2012.

62.   Y. Xu & D. Zhou, Two-dimensional thermoelastic analysis of beams with variable thickness subjected to thermomechanical loads, Applied Mathematical Modelling 36, 5818-5829, 2012.

63.   D. Zhou & S.H. Lo, Three-dimensional vibrations of annular thick plates with linearly varying thickness, Archive of Applied Mechanics 82, 111-135, 2012.

64.   D. Zhou & T. Ji,Free vibration of rectangular plates with attached discrete sprung masses, Shock & Vibration 19, 101-112, 2012.

65.   D. Zhou, T. Ji & W. Liu, Dynamic characteristics of a standing human on a SDOF structure, Advances in Vibration Engineering 11, 85-98, 2012.

66.   Jue Wang, Ding Zhou, Weiqing Liu & Shuguang Wang, Rocking response of a surface-supported strip foundation under a harmonic swaying force, Applied Mechanics and Materials 226-228, 1453-1457, 2012.

67.   H. Qian, D. Zhou & W. Liu, Temperature field in simply supported laminated beam, Advanced Materials Research 430-432, 181-184, 2012.

68.   Xu Xiang, Liu Weiqing, Xu Xiuli, Zhou Ding, Li Xuehong & Li Zhijun, Parameter effect of side retainers on seismic response of bridges with flexible rubber bearings, Advanced Materials Research 255-260, 1280-1284, 2011.

69.   D. Xu, W. Liu , D. Zhou, J. Ding, Y. Lei & W. Lu, The study on mechanical properties of single-bolted steel-glulam-steel joints, Advanced Materials Research 255-260, 204-208, 2011.

70.   Z. Sun, W. Liu, S. Wang, D. Zhou & D. Du, A direct displacement-based design method based on Chinese code of base isolated structures, Advanced Materials Research 255-260, 2555-2559, 2011.

71.   J. Wang, D. Zhou & W. Liu, Response of liquid in cylindrical tank with rigid annual baffle considering damping effect, Advanced Materials Research 255-260, 3687-3691, 2011.

72.   H. Wang, W. Liu, S. Wang, D. Du & D. Zhou, Study on lumped-parameter model of surface circular foundation, Advanced Materials Research 261-263, 980-984, 2011.

73.   Y. Xu & D. Zhou, Two-dimensional analysis of simply supported piezoelectric beams with variable thickness, Applied Mathematical Modelling 35, 4458-4472, 2011.

74.   D. Zhou, W.Q. Liu & O.G. McGee, On the three-dimensional vibrations of a hollow elastic torus of annular cross-section, Archive of Applied Mechanics 81, 473-487, 2011.

75.   D. Zhou, Y.K. Cheung & S.H. Lo, Three-dimensional vibration analysis of toroidal sectors with solid cross-section, ASME Journal of Applied Mechanics 77, 555-562, 2010.

76.   Y. Xu, D. Zhou & K. Liu, Three-dimensional thermoelastic analysis of rectangular plates with variable thickness subjected to thermo-mechanical loads, Journal of Thermal Stresses 33, 1136-1155, 2010.

77.   D. Zhou, Y.K. Cheung & S.H. Lo, 3-D vibration analysis of circular rings with sectorial cross-sections, Journal of Sound and Vibration 329, 1523-1535, 2010.

78.   D. Zhou, Y.K. Cheung, S.H. Lo & F.T.K. Au, Three-dimensional vibration analysis of prisms with isosceles triangular cross-section, Archive of Applied Mechanics 80, 699-710,2010.

79.   Y.P. Xu & D. Zhou, Three-dimensional elasticity solution of transversely isotropic rectangular plates with variable thickness, Iranian Journal of Science and Technology-B 34, 353-369, 2010.

80.   D. Zhou, S.H. Lo & Y.K. Cheung, 3-D vibration analysis of annular sector plates using the Chebyshev–Ritz method, Journal of Sound and Vibration 320, 421-437, 2009.

81.   Y.P. Xu & D. Zhou, Three-dimensional elasticity solution of functionally graded rectangular plates with variable thickness, Composite Structures 91, 56-65, 2009.

82.   Y.P. Xu & D. Zhou, Three-dimensional elasticity solution of simply supported functionally graded rectangular plates with internal elastic line supports, Journal of Strain Analysis for Engineering Design 44, 249-261, 2009.

83.   Y.P. Xu & D. Zhou, Elasticity solution of multi-span beams with variable thickness under static loads, Applied Mathematical Modelling 33, 2951-2966, 2009.

84.   Y. P. Xu & D. Zhou, Three-dimensional elasticity solution of simple-supported rectangular plate on point supports, line supports and elastic foundation, Science in China (series E) 52, 584-589, 2009.

85.   D. Zhou, W.Q. Liu & Q.L. Yang, Three-dimensional vibration analysis of cantilevered skew plates, Journal of Sound and Vibration 313, 134-148, 2008.

86.   Y.P. Xu & D. Zhou, Three-dimensional elasticity solution for simply supported rectangular plates with variable thickness, Journal of Strain Analysis for Engineering Design 43, 165-176, 2008.

87.   Y. P. Xu, D. Zhou & Y.K. Cheung, Elasticity solution of clamped-simply supported beams with variable thickness, Applied Mathematics and Mechanics 29, 279-290, 2008.

88.   D. Zhou & T. Ji, Dynamic characteristics of a generalised suspension system, International Journal of Mechanical Sciences 50, 30-42, 2008.

89.   D. Zhou & W.Q. Liu, Hydroelastic vibrations of flexible rectangular tanks partially filled with liquid, International Journal for Numerical Methods in Engineering 71, 149-174, 2007.

90.   D. Zhou & W.Q. Liu, Bending-torsion vibration of a partially submerged cylinder with an arbitrary cross-section, Applied Mathematical Modelling 31, 2249-2265, 2007.

91.   D. Zhou & T. Ji, Estimation of dynamic characteristics of a spring-mass-beam system, Shock and Vibration 14, 271-282, 2007.

92.   D. Zhou, F.T.K. Au, Y.K. Cheung & S.H. Lo, Effect of built-in edges on 3-D vibrational characteristics of thick circular plates, International Journal of Solids and Structures 43, 1960-1978, 2006.

93.   D. Zhou & T. Ji, Dynamic characteristics of a beam and distributed-spring-mass system, International Journal of Solids and Structures 43, 5555-5569, 2006.

94.   D. Zhou, S.H. Lo, F.T.K. Au & Y.K. Cheung, Three-dimensional free vibration of thick circular plates on Pasternak foundation, Journal of Sound and Vibration 292, 726-741, 2006.

95.   D. Zhou & T. Ji, Free vibration of rectangular plates with internal column supports, Journal of Sound and Vibration 297, 146-166, 2006.

96.   D. Zhou, S.H. Lo, F.T.K. Au, Y.K. Cheung & W.Q. Liu, 3-D vibration analysis of skew thick plates using Chebyshev-Ritz method, International Journal of Mechanical Sciences 48, 1481-1493, 2006.

97.   D. Zhou & T. Ji, Free vibration of rectangular plates with continuously distributed spring-mass, International Journal of Solids and Structures 43, 6502-6520, 2006.

98.   D. Zhou & T. Ji, Hydroelastic vibration of circular bottom plate of a sealed circular cylindrical tank, Advances in Vibration Engineering 4, 297-314, 2005.

99.   D. Zhou, Y.K. Cheung, S.H. Lo & F.T.K. Au, 3D vibration analysis of rectangular plates with mixed boundary conditions, ASME Journal of Applied Mechanics 72, 227-236, 2005.

100.  D. Zhou, Y.K. Cheung, S.H. Lo & F.T.K. Au, Three-dimensional vibration analysis of rectangular thick plates on Pasternak foundation, International Journal for Numerical Methods in Engineering 59, 1313-1334, 2004.

101.  D. Zhou, S.H. Lo, Y.K. Cheung & F.T.K. Au, 3-D vibration analysis of generalized supper elliptical plates using Chebyshev-Ritz method, International Journal of Solids and Structures 41, 4697-4712, 2004.

102.  D. Zhou, F.T.K. Au, Y.K. Cheung & S.H. Lo, Three-dimensional vibration analysis of circular and annular plates via the Chebyshev–Ritz method, International Journal of Solids and Structures 40, 3089-3105, 2003.

103.  D. Zhou, Y.K. Cheung, S.H. Lo & F.T.K. Au, 3-D vibration analysis of solid and hollow circular cylinders via Chebyshev-Ritz method, Computer Methods in Applied Mechanics and Engineering 192, 1575-1589, 2003.

104.  Y.K. Cheung & D. Zhou, Vibrations of tapered Mindlin plates in terms of static Timoshenko beam functions, Journal of Sound and Vibration 260, 693-709, 2003.

105.  D. Zhou, Vibrations of point-supported rectangular plates with variable thickness using a set of static tapered beam functions, International Journal of Mechanical Sciences 44, 149-164, 2002.

106.  D. Zhou, F.T.K. Au, S.H. Lo & Y.K. Cheung, Three-dimensional vibration analysis of a torus with circular cross-section, Journal of the Acoustical Society of America 112, 2831-2840, 2002.

107.  D. Zhou, Y.K. Cheung, F.T.K. Au & S.H. Lo, Three-dimensional vibration analysis of thick rectangular plates using Chebyshev polynomial and Ritz method, International Journal of Solids and Structures 39, 6339-6353, 2002.

108.  Y.K. Cheung & D. Zhou, Three-dimensional vibration analysis of cantilevered and completely free isosceles triangular plates, International Journal of Solids and Structures 39, 673-687, 2002.

109.  Y.K. Cheung & D. Zhou, Hydroelastic vibration of a circular container bottom plate using the Galerkin method, Journal of Fluids and Structures 16, 561-580, 2002.

110.  D. Zhou, S.H. Lo, F.T.K. Au & Y.K. Cheung, Vibration analysis of rectangular Mindlin plates with internal line supports using static Timoshenko beam functions, International Journal of Mechanical Sciences 44, 2503-2522, 2002.

111.  D. Zhou, Discussion on “Free vibrations of beams with general boundary conditions”, Journal of Sound and Vibration 257, 589-592, 2002.

112.  D. Zhou, Vibrations of Mindlin rectangular plates with elastically restrained edges using static Timoshenko beam functions with the Rayleigh-Ritz method, International Journal of Solids and Structures 38, 5565-5580, 2001.

113.  D. Zhou, Free vibration of multi-span Timoshenko beams using static Timoshenko beam functions, Journal of Sound and Vibration 241, 725-734, 2001.

114.  D. Zhou & Y.K. Cheung, Vibrations of tapered Timoshenko beams in terms of static Timoshenko beam functions, ASME Journal of Applied Mechanics 68, 596-602, 2001.

115.  Y.K. Cheung & D. Zhou, Free vibrations of rectangular unsymmetrically laminated composite plates with internal line-supports, Computers and Structures 79, 1923-1932, 2001.

116.  Y.K. Cheung & D. Zhou, Vibration analysis of symmetrically laminated rectangular plates with intermediate line-supports, Computers and Structures 79, 33-41, 2001.

117.  D. Zhou & Y.K. Cheung, Vibrations of elastic bottom plate of a sealed rectangular container fully filled with liquid, International Journal of Structural Stability and Dynamics 1, 145-162, 2001.

118.  D. Zhou & Y.K. Cheung, Vibration of vertical rectangular plates in contact with water on one side, Earthquake Engineering and Structural Dynamics 29, 693-710, 2000.

119.  D. Zhou, Y.K. Cheung & J. Kong, Free vibration of thick, layered rectangular plates with point supports by finite layer method, International Journal of Solids and Structures 37, 1483-1499, 2000.

120.  D. Zhou & Y.K. Cheung, The free vibration of a type of tapered beams, Computer Methods in Applied Mechanics and Engineering 188, 203-216, 2000.

121.  Y.K. Cheung & D. Zhou, Vibrations of moderately thick rectangular plates in terms of a set of static Timoshenko beam functions, Computers and Structures 78, 757-768, 2000.

122.  Y.K. Cheung & D. Zhou, Coupled vibratory characteristics of a rectangular container bottom plate, Journal of Fluids and Structures 14, 339-357, 2000.

123.  Y.K. Cheung & D. Zhou, Vibrations of rectangular plates with elastic intermediate line-supports and edge constraints, Thin-walled Structures 37, 305-331, 2000.

124.  Y.K. Cheung & D Zhou, Eigenfrequencies of tapered rectangular plates with intermediate line supports, International Journal of Solids and Structures 36, 143-166, 1999.

125.  Y.K. Cheung & D. Zhou, The free vibrations of rectangular composite plates with point-supports using static beam functions, Composite Structures 44, 145-154, 1999.

126.  D. Zhou & Y.K. Cheung, The free vibration of line supported rectangular plates using a set of static beam functions, Journal of Sound and Vibration 223, 231-245, 1999.

127.  Y.K. Cheung & D. Zhou, Free vibrations of tapered rectangular plates using a new set of beam functions in Rayleigh-Ritz method, Journal of Sound and Vibration 223, 703-722, 1999.

128.  Zhou Ding & Y.K. Cheung, Eigenfrequencies of tapered beams with intermediate point supports, International Journal of Space Structures 13, 87-95, 1998.

129.  Zhou Ding, The vibrations of a cantilever beam carrying a heavy tip mass with elastic supports, Journal of Sound and Vibration 206, 275-279, 1997.

130.  Zhou Ding, Natural frequencies of rectangular plates using a set of static beam functions in Rayleigh-Ritz method – Reply, Journal of Sound and Vibration 200, 541-542, 1997.

131.  Zhou Ding, Natural frequencies of rectangular plates using a set of static beam functions in the Rayleigh-Ritz method, Journal of Sound and Vibration 189, 81-87, 1996.

132.  Zhou Ding, An exact method of bending of elastic thin plates with arbitrary shape, Applied Mathematics and Mechanics 17, 1189-1192, 1996.

133.  Zhou Ding, An analytical solution of transverse vibration of rectangular plates simply supported at two opposite edges with arbitrary number of elastic line supports in one way, Applied Mathematics and Mechanics 17, 773-780, 1996.

134.  Zhou Ding, An approximate solution of eigen-frequencies of transverse vibration of rectangular plates with elastical restraints, Applied Mathematics and Mechanics 17, 451-456, 1996.

135.  Zhou Ding, Natural frequencies of elastically restrained rectangular plates using a set of static beam functions in the Rayleigh-Ritz method, Computers and Structures 57, 731-735, 1995.

136.  Zhou Ding, Eigenfrequencies of line supported rectangular plates, International Journal of Solids and Structures 31, 347-358, 1994.

137.  Zhou Ding, Torsional vibration of uniform columns with arbitrarily shaped cross-section partially submerged in water, Computers and Structures 53, 35-41, 1994.

138.  Zhou Ding, Free vibration of arbitrarily shaped plates with elastic or/and rigid concentric ring supports, Computers and Structures 50, 685-692, 1994.

139.  Zhou Ding, The application of a type of new admissible functions to the vibration of rectangular plates, Computers and Structures 52, 199-203, 1994.

140.  Zhou Ding, Free bending vibration of annular cylindrical tank partially filled with liquid in the consideration of surface wave, Applied Mathematics and Mechanics 15, 831-840, 1994.

141.  Zhou Ding, A general solution to vibrations of beams on variable Winkler elastic foundation, Computers and Structures 47, 83-90, 1993.

142.  Zhou Ding, Vibration of uniform columns with arbitrarily shaped cross-sections partially submerged in water considering the effect of surface wave and compressibility of water, Computers and Structures 46, 1049-1054, 1993.

143.  Zhou Ding, An approximate solution with high accuracy of transverse bending of thin rectangular plates under arbitrarily distributed loads, Applied Mathematics and Mechanics 14, 241-246, 1993.

144.  Zhou Ding, Vibration of an arbitrarily shaped membrane carrying elastically mounted masses, Computers and Structures 42, 389-394, 1992.

145.  Zhou Ding, The free bending vibration of cylindrical tank partially filled with liquid and submerged in water, Applied Mathematics and Mechanics 11, 469-478, 1990.

146.  Zhou Ding, Vibration of arbitrarily shaped membranes with elastical supports at points, Applied Mathematics and Mechanics 10, 1171-1177, 1989.

147.  Zhou Ding, Transverse vibration of rectangular plates elastically supported at points on edges, Applied Mathematics and Mechanics 10, 979-987, 1989.


国内期刊论文:

1.       王珏,周叮,基于子结构方法的土-结构动力相互作用半解析方法研究现状综述,世界地震工程,(2),96-1062019

2.       徐秀丽,东亚,李枝军,唐雨生,周叮新型组合结构高墩的静力学分析方法,中国公路学报,(2),77-862019

3.       蒋杰,周叮,胡朝斌,基于弹性力学的端部有裂缝悬臂梁的自由振动分析,振动与冲击 3815),196-2012019

4.       蒋杰、周叮,两端有裂纹固支深梁的振动特性分析,建筑结构学报,S2183-1902018

5.       陈祺,周叮,刘朵,张建东,集簇式弹性连接组合梁桥的力学性能分析,应用力学学报,351),211-217 2018

6.       王珏,周叮,基于阻抗函数的土基础风机支撑结构地震响应建模方法,应用数学和力学,3911),1246-12572018

7.       丁驯,周叮,张建东,刘朵,预张拉CFRP布增强加筋矩形板的动力特性分析,振动与冲击,366),124-1292018

8.       应磊,周叮,房忠杰,带隔板矩形贮箱俯仰晃动研究振动与冲击,378),54-592018

9.       薛宗涛,周叮,刘朵,张建东,集簇式组合梁桥振动特性的弹性力学解应用力学学报,353),538-543 2018

10.   王章进,周叮,陆伟东,四边简支CLT板的动力特性分析,结构工程师,(4),21-302018

11.   徐秀丽,唐雨生,周叮,李雪红,尹东亚,新型自耗能高墩抗震性能研究,中国公路学报,(12),81-882017

12.   应磊,周叮,王珏,房忠杰,周文领,考虑SSI效应的带隔板渡槽动力特性及其地震响应,振动工程学报,306),1001-10112017

13.   杨潇然,周叮,王珏,考虑SSI效应的矩形渡槽动力响应分析,地震工程与工程振动, 37(4)146-1572017

14.   陈峰,周叮,张建东,刘朵,预张拉CFRP加固简支梁的动力特性分析,玻璃钢/复合材料,(5),5-102017

15.   陈祺,周叮,刘朵,张建东,集簇式刚性连接组合梁桥的力学性能分析,力学季刊,383),487-4952017

16.   王林,吴鹏,周叮,张建东,黏弹性胶合铁木辛柯梁的力学性能分析,南京工业大学学报(自然科学版,395),85-1142017

17.   王珏,周叮,刘伟庆,相邻明置刚性条形基础的水平-摇摆耦合阻抗研究,振动工程学报 29 2),253-2602016

18.   韩慧璇,周叮,静立人群与板联合系统动力学特性研究,振动与冲击35 (13)186-193, 2016

19.   陈超,周叮,刘朵,张建东,预应力CFRP加固简支梁的弹性力学解析解,玻璃钢/复合材料,(1),17-222016

20.   孙昊,周叮,刘伟庆,李枝军,人群简化模型与人行桥TMD参数设计研究,振动与冲击,354),217-2232016

21.   房忠杰,周叮,王佳栋,刘伟庆,带隔板的矩形截面渡槽内液体的晃动特性,振动与冲击,353),169-1752016

22.   张富宾刘伟庆齐玉军周叮方海芯材密度对复合材料夹层梁弯曲力学性能影响,玻璃钢/复合材料3),13-172016

23.   陆建,周叮,李枝军,刘伟庆,直立人体-结构侧向相互作用动力学特性分析,南京工业大学学报(自然科学版)376),61-682015

24.   祝露刘伟庆方海周叮,内河桥梁用新型复合材料防船撞护舷的结构设计与工程应用,玻璃钢/复合材料,(7),63-682015

25.   余洋,周叮,刘伟庆,弹性地基上含格构复合材料夹层梁的能量法静力分析南京工业大学学报(自然科学版)375),79-85+1072015

26.   冒一锋刘伟庆周叮方海庄勇船桥碰撞时船艏的刚度简化模型,南京工业大学学报(自然科学版)375),67-722015

27.   冒一锋刘伟庆方海周叮韩娟乌龙江大桥船撞力及复合材料防撞系统研究公路工程,(4),28-322015

28.   赵倧,周叮,王俊,刘伟庆,局部受压混凝土圆柱及其FRP增强的弹塑性分析,材料科学与工程学报332),420-4242015

29.   周叮,孙昊,刘伟庆,李枝军,广义人体-结构-TMD耦合系统,东南大学学报(自然科学版)45(2)348-3532015

30.   柳伟,周叮,刘伟庆,王佳栋,基于概率密度演化的带有环形隔板圆柱形罐体中流体的晃动研究,振动与冲击,3411),110-1152015

31.   秦念,周叮,刘伟庆,王佳栋,水平激励下任意截面柱形储液罐内液体的晃动响应,工程力学,322),178-1822015

32.   王珏,周叮,刘伟庆,王曙光,基于格林函数的相邻条形基础摇摆动力相互作用,岩土力学,361),97-1032015

33.   赵倧,周叮,王俊,刘伟庆,承压叠层圆柱弹性分析,江苏大学学报,361),103-1072015

34.   刘伟庆方海祝露庄勇周叮润扬长江公路大桥船撞数值模拟与复合材料防撞系统设计,玻璃钢/复合材料,(12),5-122014

35.   钱长根刘伟庆方海祝露周叮吴淞江大桥桥墩抗船撞能力评估研究,公路工程,6),61-652014

36.   张富宾刘伟庆齐玉军周叮方海弹性支承上四边简支复合材料层合板屈曲性能分析。科学技术与工程168-1722014

37.   秦念,周叮,刘伟庆,王佳栋,水平激励下椭圆环形截面储液罐内液体的晃动响应,南京工业大学学报(自然科学版)364),84-882014

38.   邱晔,周叮,陆伟东,穿斗木结构承载能力精确分析及优化设计,南京工业大学学报(自然科学版)361),71-762014

39.   王力,周叮,刘伟庆,王曙光,杜东升,场地盆地效应的振动台试验,南京工业大学学报(自然科学版)362),107-1112014

40.   包锐,周叮,刘伟庆,王曙光,杜东升,粘弹性人工边界及其在盆地地震效应研究中的应用,世界地震工程,294),133-1402013

41.   王 珏,周 叮,刘伟庆,王曙光,杜东升,考虑成层土剪切效应的相邻桩基动力相互作用,振动工程学报,265),732-7422013

42.   岳 孔,毛旭冉,周叮,陆伟东,胶合木构件的传湿性能,南京工业大学学报(自然科学版)354),97-1002013

43.   王 珏,周 叮,刘伟庆,王曙光,杜东升,层状地基中考虑土体剪切效应的单桩振动阻抗分析,南京工业大学学报(自然科学版)355),1-82013

44.   王珏,周叮,刘伟庆,王曙光,杜东升,基于弹性半空间Green函数的明置条形基础阻抗解答,力学季刊,342),262-2692013

45.   赵凯,周叮,刘伟庆,方海,浸透层对层合梁力学性能的影响分析,玻璃钢/复合材料,(1),43-472014

46.   王佳栋,周叮,刘伟庆,带环形弹性顶盖圆柱形储液罐的流-固耦合特性,南京工业大学学报(自然科学版)351),1-52013

47.   王佳栋,周叮,刘伟庆,带弹性隔板圆柱形储液罐的流固耦合特性研究,工程力学,296,270-2782012

48.   许祥,刘伟庆,徐秀丽,周叮,考虑限位器影响的山区连续梁桥地震响应分析,南京工业大学学报(自然科学版)343),1-72012

49.   朱波,周叮,刘伟庆,芯材增强对夹层圆柱壳动力学性能影响的有限元分析,振动与冲击 316), 42-472012

50.   朱波,周叮,刘伟庆,含脱层层合简支梁的屈曲模态,上海交通大学学报,4510),1460-1464, 2011

51.   朱波,周叮,刘伟庆,芯材增强对夹层圆柱壳屈曲性能的影响,南京工业大学学报(自然科学版)335),100-1042011

52.   徐德良,刘伟庆,刘子彤,周叮,胶合木外夹钢板群螺栓连接力学性能的试验研究,南京工业大学学报(自然科学版) 335),29-352011

53.   徐业鹏,周叮,机械荷载与热荷载共同作用下变厚度梁的热弹性力学解, 固体力学学报,S1426-4302011

54.   徐德良,刘伟庆,周叮,奚爱峰,胶合木与胶合木螺栓连接力学性能试验研究,建筑结构学报,327),92-1002011

55.   万里,刘伟庆,周叮,方海,Balsa芯材夹层梁的失效分析,工程力学 282),134-1402011

56.   朱波,周叮,刘伟庆,树脂柱对复合材料夹层板屈曲及动力学性能的影响分析,振动与冲击 304), 8-112011

57.   王佳栋,周叮,刘伟庆,水平激励下带环形刚性隔板圆柱形储液罐中流体的晃动响应,力学季刊,322),166-1722011

58.   朱波, 周叮, 刘伟庆,含脱层层合简支梁屈曲问题的弹性力学解,工程力学,2711),14-20 2010

59.   姚秀冬, 周叮, 刘伟庆,芯层开槽对复合夹层板力学性能的影响分析,玻璃钢/复合材料,(3),25-282010

60.   万里, 刘伟庆, 周叮, 方海,齿槽增强泡桐木夹层结构界面性能试验,南京工业大学学报(自然科学版)51-52010

61.   王佳栋,周叮,刘伟庆,带环形隔板圆柱形储液罐中液体晃动的解析研究,振动与冲击,292),54-592010

62.   王海,周叮,王曙光,-梁相互作用动力学模型研究,工程力学,275),14-202010

63.   徐业鹏,周叮,点支、线支和弹性地基上简支矩形板的三维弹性力学解,中国科学:技术科学,402,121-1262010

64.   姚秀冬,周叮,刘伟庆,复合材料夹层梁树脂柱的影响分析,玻璃钢/复合材料,(2),44-472010

65.   姚秀冬,周叮,刘伟庆,含脱层复合材料简支梁的弹性力学解,玻璃钢/复合材料,(5),18-222009

66.   姚秀冬,周叮,刘伟庆,复合材料夹层板树脂柱的影响,材料科学与工程学报,27(6)937-9412009

67.   徐业鹏,周叮,简支功能梯度变厚度梁的弹性力学解,南京理工大学学报,33(1)132-1362009

68.   邵劲松,刘伟庆,蒋桐 ,王曙光,周叮,FRP加固轴心受压木柱应力-应变模型, 工程力学,25(2)183-1872008

69.   余春华,董晓云,周叮,用Fourier边界展开的方法研究具有曲线边界的厚板的自由振动,振动与冲击,24(2), 99-105, 2005

70.   王兴久,周叮,枪身弹性对机枪动力特性的影响,南京理工大学学报,25(6), 594-597, 2001

71.   周叮,谢玉树,弹性枪架的等效质量,南京理工大学学报,24(7), 52-56, 2000

72.   周叮,谢玉树,弹丸膛内运动引起炮管振动的小参数解法,振动与冲击,18(1), 76-81, 1999

73.   李士才, 周叮,枪械图形库的管理和装配图的生成,南京理工大学学报,23(1), 65-68, 1999

74.   陈效华,周叮,轻武器物理参数设计的体素法,四川兵工,191),14-161998

75.   李士才, 周叮,逐点驱动的参数化方法,兵工学报,18(3), 248-251, 1997

76.   周叮,非均质变截面折线形梁面内振动的传递矩阵解法,强度与环境,(4), 30-36, 1997

77.   周叮, 陈效华,计算结构物理参量的体素法,南京理工大学学报,21(6), 493-497, 1997

78.   周叮,板内附着任意个弹性质量的两对边简支矩形板的横向振动,强度与环境,(2),38-45, 1997

79.   周叮,多自由度振动系统的快速控制,力学与实践,18(1), 29-31, 1996

80.   周叮,一类变截面梁横向自由振动的精确解析解,振动与冲击,15(3), 12-15, 1996

81.   周叮,点载静力梁函数在求解矩形薄板自振特性中的应用,振动与冲击,15(1), 77-82, 1996

82.   周叮, 杜新华,弹性枪架的等效刚度,南京理工大学学报,20(6), 525-538, 1996

83.   周叮,边缘转动受弹性限制矩形板横向振动固有频率的一个近似解法,应用数学和力学,17(5), 433-438, 1996

84.   周叮,截面任意形状的柱形和环形容器内液体晃动特性的精确解法,工程力学,12(2), 58-64, 1995

85.   周叮,粘弹性线支矩形板横向振动特性的一个精确解析解法,应用力学学报,12(3), 111-115, 1995

86.   周叮,计及液面波动和液体可压缩性时部分潜入水中椭圆柱体的扭转振动,数学的实践与认识,(1), 1-8,1995

87.   周叮,两对边简支中间有任意多个单向弹性线支矩形板横向振动的一个解析解法,应用数学和力学,17(8), 729-734, 1996

88.   周叮,任意形状弹性薄板弯曲的解析解,应用数学和力学,17(12), 1123-1127, 1996

89.   周叮,环支圆板横振特性的一个新的解析解法,南京理工大学学报,19(3), 214-218,1995

90.   周叮,计及表面波动的圆环形储液容器的弯曲自由振动,应用数学和力学,15(9),789-797,1994

91.   周叮,受任意个同心弹性环支圆板横向自由振动的一个新的解析解法,工程力学,11(3),38-46,1994

92.   周叮,单向线性分布温度场中两对边简支矩形板横向自振频率的渐近解法,振动与冲击,13(4),52-55,1994

93.   周叮,非均匀弹性地基上梁横向振动的渐近解法,强度与环境,(1)8-12, 1994

94.   周叮,计及液面波动和液体压缩性时一侧受液作用悬臂梁的横振分析,应用力学学报,11(2), 106-111,1994

95.   周叮, 失重环境下圆环形容器内旋转液体的液面形状分析, 强度与环境, (4), 40-44, 1994

96.   周叮,任意载荷作用下矩形弹性簿板横向弯曲的一个高精度近似解,应用数学和力学,14(3), 225-230, 1993

97.   周叮,旋转轴对称容器内液体晃动问题的边界配点解,计算物理,10(2), 251-256, 1993

98.   周叮,两对边简支另两对边任意支承的板内有任意多个点支矩形板横向振动的精确解析解,振动与冲击,12(1), 25-32, 1993

99.   周叮,受任意个同心环支圆板横振特性的传递距阵法,强度与环境,(2),23-30, 1993

100.  周叮,连续矩形板横向振动固有特性的计算,工程力学,9(3), 124-130, 1992

101.  周叮,瑞雷优化迭代法,力学与实践,14(3), 48-50, 1992

102.  周叮,一类新的广义梁函数在多跨梁及板结构振动分析中的应用,力学与实践,14(4), 51-54, 1992

103.  周叮,非均匀地基上非均质变截面圆拱梁结构面外振动的传递矩阵解法,工程力学(下册),北京科学技术出版社出版,553-5611992

104.  周叮,最小二乘的一个改进算法,力学与实践,14(6), 34-36, 1992

105.  周叮,两对边简支加筋矩形板横向自由振动的动刚度解法,强度与环境,(1), 35-40, 1992

106.  周叮,两对边简支另两对边复杂支承矩形板的横向振动问题,强度与环境,(3), 16-22, 1992

107.  周叮,弹性枪架机枪的振动分析,力学与实践,14(1), 47-50, 1992

108.  周叮,任意跨弹性支承直梁横向自振的一个新解法,工程力学,8(4), 111-125, 1991

109.  周叮,悬臂梁一侧部分受液体作用的自振特性,振动工程学报,4(4), 78-82, 1991

110.  周叮,非均质变截面折线形梁的面外振动的传递矩阵法,上海力学,12(2), 69-76, 1991

111.  周叮,计及液面晃动和液体可压缩影响时部分潜入水中的截面任意形状柱体的振动分析,振动与冲击,(1), 35-41, 1991

112.  周叮,失重环境下圆柱形容器内稳态旋转液体的液面形状,航空学报,12(3),198-201,1991

113.  周叮,部分潜入水中任意形状等截面柱体的振动分析,计算物理,8(3), 264-270, 1991

114.  周叮,非均匀地基上非均质变截面圆拱梁结构面内振动的传递矩阵解法,强度与环境,(3),10-17, 1991

115.  周叮,变截面弹性直杆横向振动固有频率的一个工程近似解法,轻兵器,(1), 7-12, 1991

116.  周叮,失重状态下旋转液体液面形状分析,力学与实践,13(6), 19-21, 1991

117.  周叮,失重环境下圆环形容器内液体的液面形状分析,强度与环境,(2), 23-26, 1991

118.  周叮,部分潜入水中椭圆柱体的扭振分析,力学与实践,13(4), 32-35, 1991

119.  周叮,两侧受液时悬臂梁的自由振动分析,工程力学,8(3), 107-114, 1991

120.  周叮,轴盘系统扭转振动的一个新解法,力学与实践,12(1), 52-54, 1990

121.  周叮,储液圆筒在水中的弯曲自由振动,应用数学和力学,11(5), 439-446, 1990

122.  周叮,非均质变截面弹性直杆纵向自由振动的渐近解法,力学与实践,12(4), 16-19, 1990

123.  周叮,两对边简支变厚度矩形板横向自振频率的渐近解法,强度与环境,(2),19-25, 1990

124.  周叮, 丁文镜,储箱内液体晃动特性及其力学参数的识别问题,强度与环境,(3), 14-25, 1990

125.  周叮,圆柱形容器内触角90°微重液体的晃动研究,华东工学院学报,(1), 91-96, 1990

126.  周叮,计及表面波作用的储液椭圆筒横向自由振动的解析解,振动与冲击,(3), 60-65, 1990

127.  周叮,变截面弹性直杆纵振及扭振固有频率的一个工程近似算法,轻兵器,(5), 19-22, 1990

128.  周叮,丁文镜,微重力状态下旋转对称刚性容器中液体的晃动响应,上海力学,10(1), 34-42, 1989

129.  丁文镜, 周叮,液体晃动力学参数的辩识,清华大学学报,29(5), 96-102, 1989

130.  周叮,边缘有弹性点支矩形板的横向振动,应用数学和力学,10(10), 929-938, 1989

131.  周叮,非均匀温度场中弹性直杆横向,纵向及扭转振动固有频率的渐近解法,工程力学,6(3), 55-62, 1989

132.  周叮,非均质变截面弹性直杆横向振动自主频率的渐近解法,强度与环境,(1), 16-19, 1989

133.   周叮,附着了任意个弹性质量的任意形状的膜的振动,上海力学,10(4), 10-17, 1989

134.   周叮,储液椭圆筒在水中的横向自由振动,应用力学学报,6(4), 83-90, 1989

135.  周叮,受弹性点支的任意形状的膜的振动,应用数学和力学,10(12), 1107-1113, 1989

136.  周叮,两对边简支变厚度矩形板横向振动的动刚度有限元解,强度与环境,(4), 33-40, 1989

137.  周叮,考虑表面波的储液圆筒的弯曲自由振动,振动与冲击,(3), 32-36, 1989

138.  周叮,楔形弹性直杆纵振与扭振的一个渐近解法,强度与环境,(3), 39-44, 1988

139.  周叮,一类二阶系统的时间最优控制问题,华东工学院学报,(4), 99-109, 1988

140.  周叮,微重力状态下旋转对称刚性容器中液体晃动阻尼的计算,强度与环境,(5), 43-47, 1988

141.  周叮,两对边简支厚度按指数规变化矩形板横向自振频率的渐近解法,上海力学,9(3), 19-27, 1988

142.  周叮,环形板元素的动刚度矩阵,华东工学院学报,(4), 33-37, 1987

143.  周叮,二阶阻尼系统的时间最优控制问题,华东工学院学报,(2), 34-43, 1987

144.  周叮, 丁文镜,微重力状态下旋转对称刚性容器中液体晃动研究,上海力学,8(1), 31-41, 1987

 

  主要研究方向

结构力学,复合材料结构,多场耦合

 

  招生专业

硕士研究生:结构工程,防灾减灾及防护工程,土木水利(专业学位)。

博士研究生:结构工程,防灾减灾及防护工程。

 

  联系方式

Email: dingzhou57@yahoo.com

Tel:   13675173324


 
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