压缩管道混凝土构件的应力应变状态和承载能力

IF 1.7 0 ENGINEERING, PETROLEUM SOCAR Proceedings Pub Date : 2023-06-30 DOI:10.5510/ogp2023si100836
М. А. Gadjiyev, I. G. Guseynov, U. М. Gadjiyeva
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引用次数: 0

摘要

文章介绍了应力-应变状态和压缩管道-混凝土构件承载能力的研究结果。研究采用了《欧洲规范》中针对管内受压混凝土芯材提出的应力与应变关系的分数有理图和对称双线图,其中对称双线图在任意元件柔性值和受压偏心率的情况下都具有有限的流动区域。在此研究基础上开发了一种有效的数值技术,用于确定受压管道混凝土构件的应力应变状态和承载能力。在计算技术的构建过程中,任务解决方案被简化为非线性代数方程求解系统,与受压混凝土核心部分受力最大部分的变形水平以及该部分中性轴的位置相关。大量的数值实验验证了所提出的计算方法的效率。结果表明,根据构件的柔性和压缩力的偏心,在承载力损失时刻,钢管的运行既可以是弹性的,也可以是弹塑性的,而这只能通过使用所提出的一般方法进行计算来确定。关键词:混凝土;钢管;"荷载-挠度 "图;变形;应力;挠度;应力-应变状态;承载能力;偏心率。
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Stress-strain state and load ability of compressed pipe-concrete elements
In the article are presented the results of stress-strain state and the bearing capacity of compression pipe-concrete elements studies. The studies were carried by using a fractional-rational diagram of relationship between stress and strain proposed in the Eurocode for a compressed concrete core inside a pipe and a symmetrical two-line diagram with limited area of fluidity for any values of an arbitrary flexibility of element and eccentricity of compressive force. On the carried research basis has been developed an effective numerical technique for determining the stress-strain state and the bearing capacity of compressed pipe-concrete elements. In calculation technique constructing, the task solution is reduced to system of nonlinear algebraic equations solving, relative to the deformation level in the most stressed section of the compressed concrete core section and the position of the neutral axis in this section. The efficiency of the proposed calculation method has been verified by numerous numerical experiments. It is shown that depending on the element's flexibility and the compressive force's eccentricity, at the moment of bearing capacity loss, the operation of the steel pipe can be both elastic and elasticplastic, and this is determined only by calculations using the proposed general method. Keywords: concrete; steel pipe; «load-deflection» graph; deformation; stress; deflection; stress-strain state; bearing capacity; eccentricity.
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来源期刊
SOCAR Proceedings
SOCAR Proceedings ENGINEERING, PETROLEUM-
CiteScore
3.00
自引率
82.40%
发文量
0
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