• 实用新型张拉铰线专用具。

    The utility model relates to a special anchor tool used for tensioning steel strands.

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  • 在规则边界薄板的塑性极限分析过程,通常会产生塑性线这一现象

    Some can get holomorphy solutions. In the course of plastic limit analysis, maybe there are the phenomena of producing yield-line.

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  • 首先利用分原理确定塑性线方程,继而推导出极限承载力表达式

    The negative plastic hinge line in the plate was evaluated by using variational approach, then an equation for calculating the ultimate load carrying capacity was developed.

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  • 采用塑性线理论,对三种可能塑性铰线形式分别进行分析,得到极限承载力解析式。

    Using plastic yield line theory, three yield line patterns are analysed and the formulas of the ultimate bearing capacity are obtained.

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  • 介绍了五河口大桥铰线斜拉设计施工要点提出铰线斜拉索施工的质量控制措施

    It introduced the design of cable stayed bridge of Wuhekou and key point of construction, it also proposed the quality control measure.

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  • 利用机动确定了老岩板初次来压载荷上限值线位置,得到顶板岩体关键最小破断跨距

    The loci of plastic hinge line and the maximum load during first roof weighting are determined by using kinematical method, and the minimum span of roof key stratum is derived.

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  • 计算节点强度的塑性线模型基础上,建立了不等宽t型方管节点在支杆轴压荷载作用下的刚度模型,推出了刚度简化计算公式

    From a yield line model used for calculating RHS-joint strength, a stiffness model is developed for a stepped T-type RHS joint, and a stiffness formulas is established.

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  • 这些问题包括规则准确表述、带虚的三刚片规则证明、对称性有关的命题的证明和删减影响线有关内容的可能性等等

    The problems involve the correct expression of the rule of three rigidity pieces, the proving of the proposition about symmetry and possibility of reducing contents about the influence line etc.

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  • 本文通过对承受竖向均布荷载线组拼分析,利用能量原理,建立了组拼拱横向稳定屈曲临界荷载计算公式

    Catenary assembled single rib arch that carries vertical loadings and was analyzed in this paper, calculation formula of critical loading of lateral stability flexuosity by the energy principle.

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  • 本文通过对承受竖向均布荷载线组拼分析,利用能量原理,建立了组拼拱横向稳定屈曲临界荷载计算公式

    Catenary assembled single rib arch that carries vertical loadings and was analyzed in this paper, calculation formula of critical loading of lateral stability flexuosity by the energy principle.

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