TY - GEN
T1 - A cooperative scheduling model for subway trains
AU - Li, Xiang
AU - Yang, Xin
AU - Wang, Hongwei
AU - Su, Shuai
AU - Sun, Wenzhe
PY - 2012
Y1 - 2012
N2 - For subway systems, the energy put into accelerating the trains can be reconverted into electric energy by using the motors as generators during braking phase. Generally speaking, except a small part is used for on-board purposes, most of the recovery energy is transmitted backwards along the conversion chain and fed back into the catenary. However, since the low catenary voltage DC systems, the transmission losses are very high. In order to improve the utilization of recovery energy, this paper proposes an optimization approach to cooperate the acceleration and brake times of successive trains such that the recovery energy from the braking train can be directly used by the accelerating train. First, we formulate a quadratic programming model to optimize the cooperative degree with trip time constraint and time window constraints. Furthermore, we solve the optimal solution by using the Kuhn-Tucker conditions. Finally, we present a numerical example based on the operation data from Beijing Yizhuang subway line of China, which illustrates that the proposed model can improve the cooperative degree by 9.08%.
AB - For subway systems, the energy put into accelerating the trains can be reconverted into electric energy by using the motors as generators during braking phase. Generally speaking, except a small part is used for on-board purposes, most of the recovery energy is transmitted backwards along the conversion chain and fed back into the catenary. However, since the low catenary voltage DC systems, the transmission losses are very high. In order to improve the utilization of recovery energy, this paper proposes an optimization approach to cooperate the acceleration and brake times of successive trains such that the recovery energy from the braking train can be directly used by the accelerating train. First, we formulate a quadratic programming model to optimize the cooperative degree with trip time constraint and time window constraints. Furthermore, we solve the optimal solution by using the Kuhn-Tucker conditions. Finally, we present a numerical example based on the operation data from Beijing Yizhuang subway line of China, which illustrates that the proposed model can improve the cooperative degree by 9.08%.
KW - Cooperative scheduling
KW - Kuhn-Tucker conditions
KW - Regenerative braking
KW - Subway systems
UR - https://www.scopus.com/pages/publications/84892660742
U2 - 10.1115/JRC2012-74018
DO - 10.1115/JRC2012-74018
M3 - Conference contribution
AN - SCOPUS:84892660742
SN - 9780791844656
T3 - 2012 Joint Rail Conference, JRC 2012
SP - 729
EP - 734
BT - 2012 Joint Rail Conference, JRC 2012
PB - American Society of Mechanical Engineers (ASME)
T2 - 2012 Joint Rail Conference, JRC 2012
Y2 - 17 April 2012 through 19 April 2012
ER -