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Journal ArticleDOI

Fundamentals of vehicle–track coupled dynamics

Wanming Zhai, +2 more
- 14 Oct 2009 - 
- Vol. 47, Iss: 11, pp 1349-1376
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TLDR
In this article, a three-dimensional vehicle-track coupled dynamics model is developed in which a typical railway passenger vehicle is modelled as a 35-degree-of-freedom multi-body system.
Abstract
This paper presents a framework to investigate the dynamics of overall vehicle-track systems with emphasis on theoretical modelling, numerical simulation and experimental validation. A three-dimensional vehicle-track coupled dynamics model is developed in which a typical railway passenger vehicle is modelled as a 35-degree-of-freedom multi-body system. A traditional ballasted track is modelled as two parallel continuous beams supported by a discrete-elastic foundation of three layers with sleepers and ballasts included. The non-ballasted slab track is modelled as two parallel continuous beams supported by a series of elastic rectangle plates on a viscoelastic foundation. The vehicle subsystem and the track subsystem are coupled through a wheel-rail spatial coupling model that considers rail vibrations in vertical, lateral and torsional directions. Random track irregularities expressed by track spectra are considered as system excitations by means of a time-frequency transformation technique. A fast explicit integration method is applied to solve the large nonlinear equations of motion of the system in the time domain. A computer program named TTISIM is developed to predict the vertical and lateral dynamic responses of the vehicle-track coupled system. The theoretical model is validated by full-scale field experiments, including the speed-up test on the Beijing-Qinhuangdao line and the high-speed running test on the Qinhuangdao-Shenyang line. Differences in the dynamic responses analysed by the vehicle-track coupled dynamics and by the classical vehicle dynamics are ascertained in the case of vehicles passing through curved tracks.

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Citations
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Journal ArticleDOI

A Three-Dimensional Dynamic Model for Railway Vehicle–Track Interactions

Abstract: In light of two wheel–rail contact relations, i.e., displacement compatibility and force equilibrium, a newly developed three-dimensional (3D) model for vehicle–track interactions is presented in this paper. This model is founded on the basis of an assumption: wheel–rail rigid contact. Unlike most of the dynamic models, where the interconnections between the vehicle and the track entirely depend on the wheel–rail contact forces, the subsystems of the vehicle and the tracks in the present study are effectively united as an entire system with interactive matrices of stiffness, damping and mass by the energy-variational principle and wheel–rail contact geometry. With wheel–rail nonlinear creepage/equivalent stiffness, this proposed model can derive dynamic results approaching to those of vehicle-track coupled dynamics. However, it is possible to apply a relatively large time integral step with numerical stability in computations. By simplifying into a linearized model, pseudo-excitation method (PEM) can be theoretically implemented to characterize the dominant vibration frequencies of vehicle-track systems due to random excitations. Finally, a trail method is designed to achieve the wheel climbing derailment process and a full derailment case where the bottom of the wheel flange has completely reached the rail top to form a complete derailment is presented.
Journal ArticleDOI

Railway track longitudinal force model

TL;DR: Most railway track dynamics models focus on vertical and lateral directions as discussed by the authors, and vehicle dynamics have strong implications for track longitudinal dynamics, but railway track longitudinal force models models a different direction.
Journal ArticleDOI

Effect of hollow-worn wheels on the evolution of rail wear

TL;DR: In this paper, a non-uniform rail wear prediction model was developed to analyse the influence of hollow-worn wheels on rail wear, taking into account the track random irregularity, the rail wear distribution for particular cross-sections at regular intervals and its effect on wheel-rail dynamic interaction.
Journal ArticleDOI

A New Approach for Interval Dynamic Analysis of Train-Bridge System Based on Bayesian Optimization

TL;DR: A train-bridge system (TBS) is inevitably subjected to parameter uncertainty, which leads to variability in its dynamic responses, and it is difficult to characterize parameter uncertainty in practice.
Journal ArticleDOI

An efficent computing strategy based on the unconditionally stable explicit algorithm for the nonlinear train-track-bridge system under an earthquake

TL;DR: A fast computing strategy is proposed to reduce the simulation time by solving the shortcomings of classical time integration algorithms in the computation of the coupled system under earthquakes by focusing on completely explicit computational processes and unconditional stability.
References
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Book

Dynamics of railway vehicle systems

V K Garg, +1 more
TL;DR: In this paper, the development of mathematical models and their applications to dynamic analyses and the design of railway vehicles are discussed, and the role of analytical models in various railway vehicle design activities is put in perspective.
Journal ArticleDOI

Modelling of Railway Track and Vehicle/Track Interaction at High Frequencies

TL;DR: A review of dynamic modelling of railway track and of the interaction of vehicle and track at frequencies which are sufficiently high for the track's dynamic behaviour to be significant is presented in this paper.
Journal ArticleDOI

A Comparison of Alternative Creep Force Models for Rail Vehicle Dynamic Analysis

TL;DR: In this paper, a comparison of alternative Creep Force Models for rail vehicle dynamic analysis is presented, and the results show that the alternative models are less accurate than the original models in terms of acceleration and acceleration.
Journal ArticleDOI

Two simple fast integration methods for large-scale dynamic problems in engineering

TL;DR: A new simple explicit two-step method and a new family of predictor–corrector integration algorithms are developed for use in the solution of numerical responses of dynamic problems, avoiding solving simultaneous linear algebraic equations in each time step.
Journal ArticleDOI

Vertical dynamic interaction between train and track influence of wheel and track imperfections

TL;DR: In this article, the vertical dynamic behavior of a railway bogie moving on a rail is investigated for sleepers resting on an elastic foundation, and the transient interaction problem is numerically solved by use of an extended state-spacer vector approach in conjunction with a complex modal superposition for the track.
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