韦建刚, 黄福云, 陈宝春. 初应力对钢管混凝土单圆管拱极限承载力影响的研究[J]. 工程力学, 2010, 27(7): 103-112.
引用本文: 韦建刚, 黄福云, 陈宝春. 初应力对钢管混凝土单圆管拱极限承载力影响的研究[J]. 工程力学, 2010, 27(7): 103-112.
WEI Jian-gang, HUANG Fu-yun, CHEN Bao-chun. RESEARCH ON THE INFLUENCE OF INITIAL STRESS TO ULTIMATE LOAD CARRYING CAPACITY OF CONCRETE FILLED STEEL TUBULAR (SINGLE TUBE) ARCHES[J]. Engineering Mechanics, 2010, 27(7): 103-112.
Citation: WEI Jian-gang, HUANG Fu-yun, CHEN Bao-chun. RESEARCH ON THE INFLUENCE OF INITIAL STRESS TO ULTIMATE LOAD CARRYING CAPACITY OF CONCRETE FILLED STEEL TUBULAR (SINGLE TUBE) ARCHES[J]. Engineering Mechanics, 2010, 27(7): 103-112.

初应力对钢管混凝土单圆管拱极限承载力影响的研究

RESEARCH ON THE INFLUENCE OF INITIAL STRESS TO ULTIMATE LOAD CARRYING CAPACITY OF CONCRETE FILLED STEEL TUBULAR (SINGLE TUBE) ARCHES

  • 摘要: 钢管混凝土拱施工时在管内混凝土固结前,钢管拱肋要承担其自重和管内混凝土的重量,在钢管上产生了初应力。进行了4根具有不同初应力度的钢管混凝土单圆管拱极限承载力的试验和初应力对钢管混凝土拱极限承载力影响的有限元参数分析。结果表明,初应力不影响其破坏模式,但会使极限承载力降低。初应力度对极限承载力的影响,还与拱的长细比和矢跨比有关,而与加载方式相关不大。初应力作用下钢管混凝土单圆管拱极限承载力的计算可以用初应力度折减系数 与无初应力拱的极限承载力 相乘得到,其中初应力度折减系数 可由与长细比有关的系数乘以矢跨比有关的系数的双系数乘积求得,而无初应力拱的极限承载力用修正的等效梁柱法计算。

     

    Abstract: Before the hardening of concrete core in construction of a Concrete Filled Steel Tubular (CFST) arch, the steel tubular rib will bear itself weight and the fresh concrete. Thus initial stresses will be built up in it. Total of 4 single circular CFST arch models with various initial stress degrees were tested; and parametric analyses by the finite element method of the influence of initial stress to the ultimate load-carrying capacities of such a structure were carried out. The results indicate that the initial stress will not influence the failure model but will make the ultimate load decrease. The influence of initial degree to the ultimate load of CFST arch has a strong relationship to arch slenderness and its rise-to-span ratio, but weak to load case. The ultimate load carrying capacity of a CFST single tubular arch with initial stress can be obtained by multiplying a reduction factor with the load carrying capacity of CFST arch without initial stress. The factor can be calculated by multiplying the two reduction factors, one related to slenderness and the other to rise-to-span ratio, whereas the can be attained by the revised equivalent beam-column method.

     

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