Zhou, Ronghui, Zolotas, Argyrios and Goodall, Roger (2013) H-infinity based control system and its digital implementation for the integrated tilt with active lateral secondary suspensions in high speed trains. In: Control Conference (CCC), 2013 32nd Chinese, 26-28 July 2013, Xi’an, China.
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15819 1019.pdf - Whole Document 273kB |
Item Type: | Conference or Workshop contribution (Paper) |
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Item Status: | Live Archive |
Abstract
In this paper, H∞-based control system and its digital implementation for the integrated tilt with active lateral secondary suspensions in high speed railway vehicles are discussed, in which mixed-sensitivity H∞ control is designed for the tilting suspension, while skyhook damping control is employed for the active lateral secondary suspensions. Compared with classical decentralized control, the proposed control system can well attenuate the strong coupling between the roll and lateral dynamic modes of the vehicle body. Particular emphasis is also on the digital implementation of the reduced order H∞ tilt controller in an embedded control unit. Proposed digital controllers are validated via a FPGA-based Hardware-In-the-Loop system.
Keywords: | actuators, control engineering computing, control system synthesis, damping, digital control, field programmable gate arrays, rail traffic control, railway rolling stock, suspensions (mechanical components), vibration control, FPGA-based hardware-in-the-loop system, active lateral secondary suspensions, decentralized control, embedded control unit, field programmable gate array, high speed railway vehicles, high speed trains, integrated tilt, lateral dynamic modes, mixed-sensitivity H? control design, roll dynamic modes, skyhook damping control, tilting suspension, Acceleration, High definition video, Rail transportation, Suspensions, Vehicles, Active Suspensions, HIL Digital Implementation, Integrated Tilt With Active Lateral Suspensions, Railway System Control |
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Subjects: | H Engineering > H660 Control Systems H Engineering > H100 General Engineering H Engineering > H332 Rail Vehicle Engineering G Mathematical and Computer Sciences > G990 Mathematical and Computing Sciences not elsewhere classified |
Divisions: | College of Science > School of Engineering |
Related URLs: | |
ID Code: | 15819 |
Deposited On: | 26 Oct 2014 13:47 |
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