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基于M-φ关系的工形PC弯曲梁的宏观分析模型

Macroscopic analysis model of PC bending beams withI-shaped section based on M-φ relationship
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摘要 工形预应力混凝土(PC)梁在实际工程结构中的应用非常广泛,T形、倒T形和矩形梁都是工形梁的特殊简化形式,建立简单实用的工形PC梁的分析模型非常有实际意义.从材料非线性本构关系出发,通过截面分析导出工形PC截面的弯矩—曲率(M-)关系,由此确定沿梁长度方向所有单元的抗弯刚度,建立起考虑材料非线性的工形PC弯曲梁的宏观有限元模型.试验梁分析结果与试验数据对比表明,该模型能模拟PC弯曲梁整个加载过程的非线性结构响应. Pre-stressed concrete (PC) beam with I-shaped section has been widely applied in practical engineering structure. Beam with T, inverted T or rectangular section is its special simplified form. It is a practical job to establish a simple and efficient analysis model for such PC beam. From the nonlinear stress-strain relationships of constitutive materials, moment-curvature (M-φ)relationships of I-shaped PC section, through which bending-resistance stiffness of all elements along the beam can be determined, are established by section analysis. Based on these, a macroscopic finite element model considering the material nonlinearity for analysis of PC bending beams with I-shaped section is developed. The comparison between the test result of one tested beam and the test data indicates that this model is capable to simulate the nonlinear response of a PC beam over the entire range of loading up to failure.
出处 《工程设计学报》 CSCD 2004年第5期284-287,共4页 Chinese Journal of Engineering Design
基金 国家自然科学青年基金资助项目(10302025).
关键词 预应力混凝土梁 有限元 非线性分析 弯矩—曲率关系 prestressed concrete beams finite element nonlinear analysis moment-curvature relationships
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  • 1吴晓涵,吕西林.反复荷载下混凝土剪力墙非线性有限元分析[J].同济大学学报(自然科学版),1996,24(2):117-123. 被引量:35
  • 2方德平,林雨生.部分预应力砼连续梁的弯矩-曲率分析法[J].华侨大学学报(自然科学版),1996,17(3):260-265. 被引量:3
  • 3朱伯龙 董振祥.钢筋混凝土非线性分析[M].上海:同济大学出版社,1988..
  • 4薛伟辰.混凝土杆系结构滞回全过程分析.河海大学博士后研究工作报告(第二部分)[M].,1997..
  • 5蒋大骅.钢筋与混凝土的结合与粘结[J].同济大学学报,1984,(4).
  • 6高振世 庞同和.钢筋混凝土框架单元的延性和塑性铰性能[J].南京工学院学报,1987,(1).
  • 7俞伟根 唐九如 等.部分预应力混凝土框架抗震性能的分析研究.全国第三届混凝土结构基本理论及工程应用学术讨会[M].长沙:湖南科技出版社,1993..
  • 8Pfrang E O, Siess C P, Sozen M A. Load - moment - curvature characteristics of reinforced concrete cross sections [ J ].ACI J, 1964, 61 (7): 763 ~ 778
  • 9Priestley M J N, Park R, Lu F P S. Moment - curvature relationships for prestressed concrete in constant - moment zones [J]. Magazine of Concrete Research, 1971, 23 (75 - 76):69 ~ 78
  • 10Shushkewich K W. Moment- curvature relationships for partially prestressed concrete beams [J]. J Struct. Engrg, 1990,116 (10): 2815~2823

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