Numerical relationship between creep deformation coefficients of prestressed concrete beams

被引:0
|
作者
Jun Wang
Jin Xu
Danying Gao
机构
[1] Xuchang University,Civil Engineering School
[2] Zhengzhou University,College of Water Conservancy & Environment Engineering
来源
Materials and Structures | 2016年 / 49卷
关键词
Prestressed concrete beam; Prestress degree; Creep coefficient; Creep deflection coefficient;
D O I
暂无
中图分类号
学科分类号
摘要
It is important to precisely predict and control the long-term deformation of a prestressed concrete beam in engineering practice, where creep defection is the primary component. The key to precisely predicting the long-term deflection is clarifying the numerical relationship between the creep coefficient and creep deflection coefficient. In this paper, four simply supported prestressed beams (7.5 m in length) were loaded for 700 days. According to the creep strains at different heights in the mid-span cross section during the loading period, the plane-section assumption was verified for the prestressed beams under long-term loading. Meanwhile, geometry models of the creep strain were established for both fully prestressed and partially prestressed beams. By studying the models, the numerical relationships between the creep coefficient and creep deflection coefficient were derived; for the fully prestressed beams, the creep deflection coefficient is larger than the creep coefficient, while the opposite is true for partially prestressed beams. Moreover, an expression for the creep deflection coefficient was proposed; the coefficient is determined by the creep coefficient, prestress degree, prestress effect, and geometric properties of the cross section. A new method is thus proposed for the accurate calculation of the creep deflection of a prestressed concrete beam.
引用
收藏
页码:1443 / 1453
页数:10
相关论文
共 50 条
  • [11] Numerical modelling of nonlinear behaviour of prestressed concrete continuous beams
    Lou, Tiejiong
    Lopes, Sergio M. R.
    Lopes, Adelino V.
    COMPUTERS AND CONCRETE, 2015, 15 (03): : 373 - 389
  • [12] Numerical and experimental investigations of two span prestressed concrete beams
    Bhargava, Rajesh
    Pathak, K.K.
    Akhtar, Saleem
    Journal of Structural Engineering (India), 2017, 43 (06): : 547 - 556
  • [13] DEVELOPMENT OF CONTINUITY BETWEEN PRECAST PRESTRESSED CONCRETE BEAMS
    BURNS, NH
    JOURNAL PRESTRESSED CONCRETE INSTITUTE, 1966, 11 (03): : 23 - &
  • [14] Shear Deformation of Steel Fiber-Reinforced Prestressed Concrete Beams
    Hwang, Jin-Ha
    Lee, Deuck Hang
    Ju, Hyunjin
    Kim, Kang Su
    Kang, Thomas H. -K.
    Pan, Zuanfeng
    INTERNATIONAL JOURNAL OF CONCRETE STRUCTURES AND MATERIALS, 2016, 10 (03) : S53 - S63
  • [15] Shear Deformation of Steel Fiber-Reinforced Prestressed Concrete Beams
    Jin-Ha Hwang
    Deuck Hang Lee
    Hyunjin Ju
    Kang Su Kim
    Thomas H.-K. Kang
    Zuanfeng Pan
    International Journal of Concrete Structures and Materials, 2016, 10 : 53 - 63
  • [16] Deformation Analysis of Prestressed Continuous Steel-Concrete Composite Beams
    Nie, Jianguo
    Tao, Muxuan
    Cai, C. S.
    Li, Shaojing
    JOURNAL OF STRUCTURAL ENGINEERING, 2009, 135 (11) : 1377 - 1389
  • [17] CREEP OF PRESTRESSED LIGHTWEIGHT CONCRETE
    OMSTED, H
    JOURNAL PRESTRESSED CONCRETE INSTITUTE, 1966, 11 (06): : 40 - &
  • [18] DEFORMATION OF CONTINUOUS PRESTRESSED CONCRETE BEAMS AND ITS EFFECT ON ULTIMATE LOAD
    BENNETT, EW
    COOKE, N
    NAUGHTON, LP
    PROCEEDINGS OF THE INSTITUTION OF CIVIL ENGINEERS, 1967, 37 (MAY): : 57 - &
  • [19] Methods for Creep Analysis of Thin-Walled Precast Prestressed Concrete Beams
    Pisani, Marco Andrea
    JOURNAL OF ENGINEERING MECHANICS, 2017, 143 (02)
  • [20] Creep in prestressed concrete beams under time-varying sustained loading
    Warner, R. F.
    AUSTRALIAN JOURNAL OF STRUCTURAL ENGINEERING, 2014, 15 (03) : 260 - 268