Complex stress mechanism and design method of urban rail prestressed concrete U-beams based on finite element simulation

IF 1.5 4区 计算机科学 Q3 COMPUTER SCIENCE, SOFTWARE ENGINEERING Concurrency and Computation-Practice & Experience Pub Date : 2024-06-27 DOI:10.1002/cpe.8162
Mengjun Wang, Yuhua Wang, Shuanhu Sun, Xiaobo Bai
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Abstract

To explore the complex stress mechanism of prestressed concrete U-beams in urban rail transit, in order to improve the safety of urban rail transit construction and the economy of beam structures. The study first analyzed the complex stress mechanism of U-beams and obtained a tension compression rod model through finite element analysis. Then, experimental research was conducted on the vertical three-dimensional finite element stress of U-beams, and strain cloud maps were obtained and compared with calculated values. The experimental data show that the beam can still recover to its original state after the second cycle, and the beam will not crack. This recovery mechanism means that U-beams have high crack resistance and stability under complex stress processes. In the vertical deformation cloud map of the U-beam, the deflection of the mid span section is the largest, with a maximum displacement of about 20.4 mm, which is very close to the measured value of 20.3 mm. In the measured data of concrete strain measuring points and the results of finite element calculation, the difference rate between measured values and calculated values of some measuring points is within 10%. The results indicate that the U-shaped beam tension and compression rod model combined with finite element analysis has a high degree of conformity with the actual situation, and can provide technical reference for the construction of urban rail transit. The stress mechanism and design method proposed in the study have high reliability and are suitable for the design and construction of prestressed concrete U-beams in urban rail transit construction.

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基于有限元模拟的城市轨道交通预应力混凝土 U 型梁复杂应力机理与设计方法
摘要探讨城市轨道交通中预应力混凝土 U 型梁的复杂受力机理,以提高城市轨道交通建设的安全性和梁结构的经济性。研究首先分析了 U 梁的复杂受力机理,并通过有限元分析获得了拉压杆件模型。然后,对 U 型梁的竖向三维有限元应力进行了实验研究,得到了应变云图,并与计算值进行了对比。实验数据表明,梁在第二个周期后仍能恢复到原始状态,梁不会开裂。这种恢复机制意味着 U 型梁在复杂的应力过程中具有较高的抗裂性和稳定性。在 U 型梁的垂直变形云图中,跨中部分的挠度最大,最大位移约为 20.4 mm,与实测值 20.3 mm 非常接近。在混凝土应变测量点的实测数据和有限元计算结果中,部分测量点的实测值和计算值的差率在 10%以内。结果表明,结合有限元分析的 U 型梁拉压杆模型与实际情况具有较高的吻合度,可为城市轨道交通建设提供技术参考。研究提出的受力机理和设计方法具有较高的可靠性,适用于城市轨道交通建设中预应力混凝土 U 型梁的设计和施工。
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来源期刊
Concurrency and Computation-Practice & Experience
Concurrency and Computation-Practice & Experience 工程技术-计算机:理论方法
CiteScore
5.00
自引率
10.00%
发文量
664
审稿时长
9.6 months
期刊介绍: Concurrency and Computation: Practice and Experience (CCPE) publishes high-quality, original research papers, and authoritative research review papers, in the overlapping fields of: Parallel and distributed computing; High-performance computing; Computational and data science; Artificial intelligence and machine learning; Big data applications, algorithms, and systems; Network science; Ontologies and semantics; Security and privacy; Cloud/edge/fog computing; Green computing; and Quantum computing.
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