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- Title
A Novel Design for Enhancing Speed and Reducing Vibration in Railway Wheel-Track Profiles.
- Authors
Al Satarr, Saif Madhat Abd; Ali, Karim Hassan
- Abstract
The geometry of wheel-rail contact is a key factor in resolving the dynamics of a rail vehicle. It is generally recognized that the shape used to create both the wheel profile in the rolling region and the railhead has a significant impact on the vehicle's reaction in terms of stability, vibration absorption, and curve-negotiating ability. Analyzing the effects of wheel-rail profile and lateral suspension characteristics on the dynamic hunting stability of rail vehicles moving on tangent tracks is one of the main areas. The railroad vehicle is a multi-body structure that is strongly jumbled, where each multibody structure has six dynamic degrees of freedom, which correspond to three removals (upward, lateral, and longitudinal) and three rotations (pitch, yaw, and roll). The suspension might be seen as mostly consisting of straight sections for the control method and computation in the plan model. Where the conventional linear railway is converted into a disc rail to ensure the rotation of the rail and thus the movement of the wheels of the cart, the dimensions are taken in miniature form and the reduction rate is 15% compared to the original dimensions of the carriage. The acceleration process is in the form of an increase in hertz supplied to the motor, which thus increases the speed of rotation of the motor. This is observed through the shapes of the axes: the x-axis and the y-axis. The axis X increases in acceleration when the wheels depart the rail because the bogie must rise above the rail. The value of acceleration on this axis reached 60m/s² and 137m/s² on the X-axis and Y-axis, which is enough to derail. The speed of rotation of the wheels increased to a speed of 272km/h compared to the old speed of 172km/h
- Subjects
SINGLE-degree-of-freedom systems; RAILROAD trains; SPEED; VIBRATION absorption; BOGIES (Vehicles); DYNAMIC stability; WHEELS
- Publication
Mathematical Modelling of Engineering Problems, 2024, Vol 11, Issue 1, p177
- ISSN
2369-0739
- Publication type
Article
- DOI
10.18280/mmep.110119