基于有限元的铁路路基概率结构分析

Asif Arshid, Ying Huang, D. Tolliver
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引用次数: 0

摘要

随着计算能力的不断提高,基于有限元的铁路路基确定性结构分析的可靠性得到了显著提高。然而,在这些有限元分析中应用概率方法来结合材料和几何变量的应用仍然远远不够。本研究采用概率方法和课题组开发并验证的基于三维有限元的轨道数值模型,研究了颗粒层模量和厚度值的变化对铁路路基性能的影响。这些因素的影响是通过改变它们的方差系数(COV)来解释的,同时保持它们的均值不变。初步结果表明,路基模量的变化是影响路基性能的最主要因素,无论是在渐进剪切破坏还是过度塑性变形方面,其次是压载物模量。在所研究的范围内,深度的变化对路基的性能仍然是被动的。这项工作的结果对评估路基的性能特别重要,同时包括可能由建筑缺陷、天气变化和/或铁路运营引起的材料和几何变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Probabilistic Structural Analysis of Railroad Subgrade Using Finite Element Analysis
The reliability of finite element (FE) based deterministic structural analysis of railroad trackbed has improved significantly due to ever increasing computational powers. However, the application of probabilistic methods to incorporate the material and geometric variabilities in these FE analyses is still profoundly underworked. In this study, the influence of variability in granular layers’ modulus and thicknesses values on the railroad subgrade performance have been investigated by applying probabilistic method and using a 3-dimensional FE based numerical trackbed model previously developed and validated by the authors’ research group. The influence of these factors is accounted for by changing their coefficients of variance (COV) while keeping their means constant. Preliminary results revealed that the variation in subgrade modulus is the most influential factor for subgrade performance, both in terms of progressive shear failure and excessive plastic deformations, followed by ballast modulus. Variations in depths, for the range studied, remained passive to the subgrade performance. The findings of this work is of particular significance in evaluating the subgrade performance while including the material and geometric variations, which may be caused by construction imperfections, weather changes, and/or rail operations.
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