局部荷载作用下甲板上层建筑压载袋金属正交各向异性甲板表面压力剖面的定义

I. Zasukhin
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摘要

本文讨论了轨道与车辆之间的相互作用问题,以确定在滚动载荷通过时作用在轨道上的力,以及这些力在道床上的进一步分布。本文研究的目的是确定铁路上部建筑正交各向异性金属压载床板的垂直压力分布。为了确定机车车辆从钢轨传递到交叉枕木的荷载分担,钢轨被表示为具有一个或几个集中力的无限长梁。为了确定跨轨枕的应力-应变状态,将其视为垫层上的短梁。本文论证了流动力学公式在压载床上应用的可能性。基于Boussinesq问题解,得到了确定压载床板沿压力的计算公式。将本文方法得到的结果与其他作者的实验数据和Midas有限元软件包中的有限元建模结果进行了比较。分析中考虑了压载床板和轨道上部结构在既有上部结构上的设计特点。从理论上研究了覆盖板的弯曲刚度对压力剖面的影响。该方法适用于各种上部结构和道床板,并考虑了列车荷载对内外轨压力的不均匀分布、道床沿结构长度的偏心率变化、枕木端面下道床厚度的不同以及离心力的影响。
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Pressure profile definition over the metal orthotropic deck surface of the decking superstructure ballast pocket from the local load action
The article discusses the interaction issue between the track and the rolling stock to determine the forces working on the track during the passage of a rolling load, and their further distribution through the ballast bed. The study aims to determine the vertical pressure profile working on the orthotropic metal ballast bed slab of the railway superstructure. To determine the load share from the rolling stock transferred from the rails to the cross-sleepers, the rail is represented as a beam of infinite length with one or several concentrated forces. To determine the cross-sleeper stress-strain state, it is considered as a short beam on a cushion course. The article presents the substantiation of the flow mechanics formulas application possibility to the ballast bed. Based on the Boussinesq problem solution, calculation formulas are obtained for determining the pressure along with the ballast bed plate. The results obtained by the proposed method were compared with other authors’ experimental data and the finite element modeling results in the Midas FEA software package. The analysis took into account the design features of the ballast bed plates and the track superstructure on the existing superstructures. A theoretical study of the influence of the sheet of the covering bending stiffness on the pressure profile northing is carried out. The proposed method is applicable for various superstructure and the ballast bed slab, and also takes into account the uneven pressure distribution on the inner and outer rails from the trainload, changes in eccentricity along the length of the structure, different thickness of the ballast bed under the cross-sleepers ends, as well as the effect of centrifugal force.
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