论文部分内容阅读
The synchronization of time-delayed multi-agent networks with connected and directed topology is studied. Based on the correlative work about the agent synchronization, a modified model is presented, in which each communication receiver is distributed a delay τ. In addition, a proportional term k is introduced to modulate the delay range and to guarantee the synchronization of each agent. Two new parameters mentioned above are only correlative to the network topology, and a theorem about their connections is derived by both frequency domain method and geometric method. Finally, the theoretical result is illustrated by numerical simulations.
The synchronization of time-delayed multi-agent networks with connected and directed topology is studied. Based on the correlative work about the agent synchronization, a modified model is presented, in which each communication receiver is distributed a delay τ. term k is introduced to modulate the delay range and to guarantee the synchronization of each agent. Both new parameters mentioned above are only correlative to the network topology, and a theorem about their connections are derived by both frequency domain method and geometric method. Finally, the theoretical result is illustrated by numerical simulations.