以非线性曲率塑造道岔岔轨以提高速度

W. Koc
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摘要

摘要:本文对铁路道岔岔道变曲率的成形进行了探讨。利用前期的一些研究,我们假设在中间区域有圆弧的解,以及在道岔起点和终点有等长、零曲率的非线性曲率段的极端区域的解作为模型。在考虑运动条件的情况下,对曲率类型进行了最有利的选择。给出了发散轨迹长度的曲率和切线倾角的解析记录,以及轨迹的笛卡尔坐标。本文的最后一部分涉及确定一组与几何参数有关的基本数值,这些数值适合于给定的列车速度,并足以保证在给定的最终纵坐标上使整个道岔的长度最小。关键词:铁路道岔;不同跟踪;曲率模型;几何参数的选择
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Shaping the turnout diverging track with nonlinear curvature for enhanced speed
Abstract: In the paper an attempt has been made to concentrate attention on shaping the variable curvature in the diverging track of the railway turnout. Making use of some earlier studies, solutions provided with a circular arc in the mid-zone, and in the extreme regions with segments of nonlinear curvature of equal length and zero curvature at the start and end of the turnout, have been assumed as models. The most advantageous choice of the type of curvature has been made taking into account the kinematic conditions. A presentation made includes an analytical record of the curvature and the tangent inclination angle in the diverging track length and the Cartesian coordinates of the track. The final part of the paper referred to the determination of a set of some basic magnitudes relating to geometric parameters appropriate for a given speed of trains and adequate to ensure the minimization of the length of the entire turnout at a given final ordinate. Keywords: Railway turnouts; Diverging track; Curvature modelling; Selection of geometrical parameters
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