中低运能轨道交通线路高架车站钢梁容许应力法与极限状态法设计对比

Comparison between Allowable Stress Method and Limit State Method Design for Steel Beams of Elevated Stations in Medium-low Capacity Rail Transit Lines

  • 摘要:
    目的 中低运能轨道交通“桥建合一”高架车站的轨道梁及其支承结构须分别按照国家铁路行业的容许应力法与建筑行业的极限状态法开展计算,并实施包络设计。该设计模式不仅增加了设计环节的复杂性,还大大降低了设计效率,有必要对两种设计方法对最终设计结果的影响开展深入研究。
    方法 简要介绍了容许应力法、极限状态法的计算方法。以典型的钢轨道梁为研究对象,基于多种制式中低运能轨道交通车辆活载的统计分析结果,揭示了车辆荷载与轨道梁恒载的比值分布规律。在此基础上,系统探究了不同荷载比值下梁体的抗弯性能,并对比分析了不同设计使用年限下两种设计方法的安全系数,最终明确了两种计算方法在该类结构中的适用边界。
    结果及结论  计入动力系数后,车辆荷载和轨道梁恒载的比值均小于3.0。对于设计使用年限100年的钢结构梁,车辆荷载和轨道梁恒载的比值大于0.1时,采用极限状态法计算得到的抗弯承载力标准值相对较小,其对应的安全系数更大。对于设计使用年限为50年的钢结构梁,当车辆荷载和轨道梁恒载的比值小于2.7时,采用容许应力法设计时对应的安全系数更大,反之,则采用极限状态法设计的安全系数更大。

     

    Abstract:
    Objective In medium-low capacity rail transit systems, the track beams and supporting structures for 'bridge-station integrated' elevated station must be calculated using the allowable stress design method of the national railway industry and the limit state design method of the construction industry respectively, and an envelope design should be implemented. However, this design approach not only increases the complexity of the design process but also significantly reduces the design efficiency. Therefore, it is necessary to conduct an in-depth study on the influence of the two design methods on the final design results.
    Method The calculation methods of allowable stress design and limit state design are briefly introduced. Taking a typical steel track beam as the research object, and based on statistical analysis results of vehicle live loads in various types of medium-low capacity rail transit systems, the distribution pattern of the ratio between vehicle loads and track beam dead loads are revealed. On this basis, the flexural performance of beams under different load ratios is systematically investigated, and the safety factors of the two design methods under different design service lives are comparatively analyzed. Finally, the applicable boundaries of the two calculation methods in such structures are clarified.
    Result & Conclusion  After considering the dynamic factor, the ratio of vehicle load to the track beam dead load is less than 3.0. For steel beams with a design service life of 100 years, when the ratio of vehicle load to the track beam dead load is greater than 0.1, the standard value of flexural bending capacity obtained through the limit state design method is relatively smaller, and the corresponding safety factor is larger. For steel beams with a design service life of 50 years, when the ratio of vehicle load to track beam dead load is less than 2.7, the safety factor corresponding to the allowable stress design method is larger; in converse, the safety factor corresponding to the limit state design method is larger.

     

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