Abstract

At present, the problem of rail routes reconstruction in a global reference system is increasingly important. This issue is called Absolute Track Geometry, and its essence is the determination of the axis of railway tracks in the form of Cartesian coordinates of a global or local coordinate system. To obtain such a representation of the track centerline, the measurement methods are developed in many countries mostly by the using global navigation satellite system (GNSS) techniques. The accuracy of this type of measurement in favorable conditions reaches one centimeter. However, some specific conditions cause the additional supporting measurements with a use of such instruments as tachymetry, odometers, or accelerometers to be needed. One of the common issues of track axis reconstruction is transforming the measured GNSS antenna coordinates to the target position, i.e., to the place between rails on the level of rail heads. The authors in their previous works described the developed methodology, while this article presents a method of determining the correction of horizontal coordinates for measurements in arc sections of the railway track. The presence of a cant causes the antenna’s center to move away from the track axis, and for this reason, the results must be corrected. This article presents a method of calculation of mentioned corrections for positions obtained from mobile satellite surveying with additional inertial measurement. The algorithm presented in the article and its implementation have been illustrated on an example of a complex geometric layout, where cant transitions exist without transition curves in horizontal plane. Such a layout is not preferable due to the additional accelerations and their changes. However, it allows the verification of the presented methods.

Highlights

  • Nowadays, due to a rapid development of global navigation satellite system (GNSS) [1] the problem of rail routes reconstruction in a global reference system turns out to be increasingly possible.Knowing the coordinates of longitudinal track centerline, it is possible to work with so called AbsoluteTrack Geometry

  • In order to verify the presented methodology for the correction of coordinates obtained by the order toa verify theboth presented for the measurements correction of coordinates obtained by the MSMInmethod, series of satellitemethodology and accelerometric were carried out as well as method, a series of both satellite and accelerometric measurements were carried out as well as additional reference measurements using a manual track gauge

  • The measurement of accelerations, an MPU-6500 triaxial accelerometer was used. This For accelerometer is comprised of microscopic movable elements which deflect under the action accelerometer is comprised of microscopic movable elements which deflect under the action of acceleration in the corresponding direction

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Summary

Introduction

Due to a rapid development of global navigation satellite system (GNSS) [1] the problem of rail routes reconstruction in a global reference system turns out to be increasingly possible.Knowing the coordinates of longitudinal track centerline, it is possible to work with so called AbsoluteTrack Geometry. Due to a rapid development of global navigation satellite system (GNSS) [1] the problem of rail routes reconstruction in a global reference system turns out to be increasingly possible. Knowing the coordinates of longitudinal track centerline, it is possible to work with so called Absolute. The essence of the process is determining the axis of railway tracks in the form. Cartesian coordinates of a global or local coordinate system. The pioneering studies with a use of satellite measurements on railway tracks using a mobile measuring trolley were conducted in the. 1990s at the University of Graz in cooperation with the Plasser & Theurer company [2]. 2000s, a research on the application of precise GNSS measurements to determine track position was.

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