Proceedings of the 1993 IEEE/ASME Joint Railroad Conference
DOI: 10.1109/rrcon.1993.292967
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Dynamic simulation of wheel-rail interaction for locomotive traction studies

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Cited by 26 publications
(15 citation statements)
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“…Simpler models typically describe only the torque transfer from a motor to a wheelset and the adhesion force transfer between wheels and rails. The simplest model describes locomotive as a torque source and one wheel [10]. The common feature of the models is torque transmission to the wheel with respecting damping and stiffness of elements that are between motor and wheels.…”
Section: Locomotive Modelmentioning
confidence: 99%
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“…Simpler models typically describe only the torque transfer from a motor to a wheelset and the adhesion force transfer between wheels and rails. The simplest model describes locomotive as a torque source and one wheel [10]. The common feature of the models is torque transmission to the wheel with respecting damping and stiffness of elements that are between motor and wheels.…”
Section: Locomotive Modelmentioning
confidence: 99%
“…If the model is intended for the verification of slip controller properties or performance it contains an adhesion characteristic calculation [10]. When the models are intended for e.g.…”
Section: Locomotive Modelmentioning
confidence: 99%
“…x c locomotive body longitudinal displacement z c locomotive body vertical displacement θ c locomotive body pitch angle x b1, 2 locomotive front/rear bogie longitudinal displacement z b1, 2 locomotive front/rear bogie vertical displacement θ b1, 2 locomotive front/rear bogie pitch displacement z w1−6 wheelset 1-6 vertical displacement θ w1−6 wheelset 1-6 rotation angle M c M b M w mass of locomotive body, bogie and axle I c I b I w moment of inertia of locomotive body, bogie and axle along the pitch direction Q wheel load μ friction coefficient ε gradient of the tangential stress in the area of adhesion k A , k s reduction factor in the area of adhesion, reduction factor in the area of slip μ ∞ friction coefficient at infinity slip velocity half-axes of the contact ellipse c 11 coefficient from Kalker's linear theory F, G tractive force, Shear modulus T ti torque generated by electric drive i = 1-6 T li torque acting on axle i = 1-6 generated by the longitudinal contact force…”
Section: Nomenclaturementioning
confidence: 99%
“…[1] Senini et al have also performed locomotive traction simulation at the electric drive level. [2] These works, however, are not focused on the effect of transient of the contact conditions and different controller settings on the rail wear; especially for a full-scale locomotive case. Modern development of mechatronics systems has improved rail vehicle operation under various conditions.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, in upgrading accelerating / decelerating capacity, making the vehicle run faster, it is necessary to have a method to control slip rapidly, and to use the maximum adhesive effort which is the limiting value in changing abrasive force to tractive force as well as to upgrade propulsion control system. [1][2] This paper is a study on propulsion control system of railway vehicle to reduce slip on traction motor. The new system can control tractive force more stably than existing re-adhesion control system, and it can also stably control system disturbance.…”
Section: Introductionmentioning
confidence: 99%