DETERMINATION OF CONDITIONAL COEFFICIENTS FOR REDUCING THE RIGIDITY OF MONOLITHIC REINFORCED CONCRETE STRUCTURES IN THE FINITE ELEMENT MODEL OF THE STRUCTURE

Yu.M. Ivanov
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Abstract

The article is devoted to an urgent problem related to the reasonable consideration of changes in the stiffness characteristics of core elements in finite element models when calculating buildings and structures made of monolith reinforced concrete. The approach proposed in the article is aimed at meeting the requirements of SP 63.133330-2018 "Concrete and reinforced concrete structures" and SP 430.1325800.201 "Monolithic structural systems". The sequence and content of the stages of solving the problem of determining conditional coefficients of stiffness reduction are disclosed. The results of calculation of conditional coefficients of stiffness reduction and modulus of concrete deformation are presented on the example. The area of variation of the coefficients and modulus of deformation for a given level of loading of the structure and structure is shown. It is shown how the change in the stiffness of the finite elements affects the redistribution of bending moments in the beam structure in comparison with the calculated model with the initial stiffness of the same for all finite elements of the model.
结构有限元模型中降低整体钢筋混凝土结构刚度条件系数的确定
本文研究了在计算整体钢筋混凝土建筑物和结构时,如何合理考虑有限元模型中核心单元刚度特性的变化这一紧迫问题。本文提出的方法旨在满足SP 63.133330-2018《混凝土和钢筋混凝土结构》和SP 430.1325800.201《整体结构体系》的要求。公开了求解确定刚度折减条件系数问题的各阶段的顺序和内容。算例给出了刚度折减条件系数和混凝土变形模量的计算结果。在给定的结构和结构的荷载水平下,系数和变形模量的变化面积显示出来。通过与具有相同初始刚度的计算模型进行比较,说明了有限元刚度的变化如何影响梁结构中弯矩的再分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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