基于塑性断裂原理的结构短期和长期阻力理论

Alexander D. Beglov, Rudolf S. Sanzharovskiy, T. Ter-Emmanuilyan
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引用次数: 0

摘要

作者分析了许多国家使用的理论,包括两个独立的方向:1)杆系统的稳定性理论,包括平面框架;2) 由各种材料计算结构元素的理论。这些理论的主要特点是应用了塑性断裂原理。由于与实验数据不一致,关于塑性铰链的假设得到了无限弹性变形理论和无限蠕变变形理论的错误应用的补充,这些理论与该铰链不兼容。利用数学规则、力学原理和可靠实验的结果,我们发现所分析的理论包含了几种不同应用的相互排斥的理论,包括错误的理论。
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Theory of short-term and long-term resistance of structures based on the principle of plastic fracture
The authors analyze the theory used in many countries, containing two independent directions: 1) the theory of stability of rod systems, including flat frames; 2) the theory of calculation of structural elements from various materials. The main feature of these theories is the application of the principle of plastic fracture. The assumption about a plastic hinge, due to the inconsistency with the experimental data, is supplemented by the incorrect application of theories of infinite elastic deformations, as well as of infinite creep deformations, which are incompatible with this hinge. Using the rules of mathematics, the principles of mechanics and the results of reliable experiments, it has been revealed that the analyzed theory contains several theories for different applications that reject each other, including the erroneous ones.
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来源期刊
自引率
0.00%
发文量
26
审稿时长
18 weeks
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