Non-equilibrium and nonlinear processes in robustness potential evaluation of reinforced concrete structural systems in ultimate states

N. Androsova, V. Kolchunov, S. Emelyanov
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Abstract

The problems of non-equilibrium and nonlinear processes in the evaluation of reinforced concrete structural systems robustness potential in ultimate states are considered. The definition of concept of “robustness exposition” is given for a quantitative assessment of the robustness potential. A calculation model based on the generalization of the well-known classical relationship between the current relative deficit change rate of the reinforced concrete stress-strain state with respect to each fixed time value is proposed to describe in time non-equilibrium processes of structural materials force resistance depending on the mode and level of loading. On the basis of the linear creep theory, aging materials, an algorithm was developed to determine the measure of creep, corrosion-damaged concrete and reinforced concrete and to determine the parameter “robustness exposition” of a reinforced concrete statically indeterminate structural system, taking into account non-equilibrium and nonlinear processes of its deformation in time. An example of a single-span rigidly clamped reinforced concrete beam calculating the robustness potential from the position of a special limiting state criterion is considered.
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钢筋混凝土结构系统极限状态下鲁棒性潜力评估中的非平衡和非线性过程
考虑了钢筋混凝土结构系统极限状态下鲁棒性潜力评估中的非平衡和非线性过程问题。给出了“稳健性展示”概念的定义,用于对稳健性潜力进行定量评估。在推广钢筋混凝土应力-应变状态相对于每个固定时间值的当前相对亏空变化率之间的著名经典关系的基础上,提出了一个计算模型,以描述结构材料受力阻力随加载模式和水平的时间非平衡过程。基于线性蠕变理论,即材料老化,提出了一种算法来确定蠕变、腐蚀损伤混凝土和钢筋混凝土的测量,并确定钢筋混凝土超静定结构系统的参数“鲁棒性阐述”,同时考虑其变形的非平衡和非线性过程。考虑了一个单跨刚性夹紧钢筋混凝土梁的例子,从一个特殊的极限状态准则的位置计算鲁棒性潜力。
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审稿时长
18 weeks
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