<p>Bus-trailer systems equipped with fuel cells have emerged as an effective solution to overcome the short driving range of electric buses and the lack of charging infrastructure. However, ensuring the safety of the fuel cell battery in the rear trailer remains a vital challenge. This paper presents a dissipative braking controller synthesis to improve the yaw stability of bus-trailer systems based on the desired articulation angle. Achieving this stability requires that the center of gravity of the rear trailer follow the trajectory of the hinge point, which sets the desired articulation angle. The proposed controller aims to minimize the error between the desired and actual articulation angles. The (<i>Q</i>, <i>S</i>, <i>R</i>)-<i>α</i>-dissipativity provides the control design flexibility by proper adjusting weighting matrices, which covers the passivity, mixed <i>H</i><sub>∞</sub>/passivity, and <i>H</i><sub>∞</sub> performance (vertical loads adding). Based on the Lyapunov theory, the desired controller gain is formulated in terms of linear matrix inequalities. The effectiveness of the proposed controller is validated using dSPACE/Simulink co-simulations.</p>

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Discrete-time (Q, S, R)-α-dissipative Active Braking Controller Synthesis Considering Articulation Angle of Bus-trailer Systems

  • Rae Cheong Kang,
  • Woo Jin Ahn,
  • Yong Jun Lee,
  • Myo Taeg Lim

摘要

Bus-trailer systems equipped with fuel cells have emerged as an effective solution to overcome the short driving range of electric buses and the lack of charging infrastructure. However, ensuring the safety of the fuel cell battery in the rear trailer remains a vital challenge. This paper presents a dissipative braking controller synthesis to improve the yaw stability of bus-trailer systems based on the desired articulation angle. Achieving this stability requires that the center of gravity of the rear trailer follow the trajectory of the hinge point, which sets the desired articulation angle. The proposed controller aims to minimize the error between the desired and actual articulation angles. The (Q, S, R)-α-dissipativity provides the control design flexibility by proper adjusting weighting matrices, which covers the passivity, mixed H/passivity, and H performance (vertical loads adding). Based on the Lyapunov theory, the desired controller gain is formulated in terms of linear matrix inequalities. The effectiveness of the proposed controller is validated using dSPACE/Simulink co-simulations.