Full-State Feedback Control Design for Shape Formation using Linear Quadratic Regulator
Muhamad Rausyan Fikri, Djati Wibowo Djamari
Abstract
Open-access reader
Muhamad Rausyan Fikri, Djati Wibowo Djamari
Abstract
Open-access reader
This study investigated the capability of a group of agents to form a desired shape formation by designing the feedback control using a linear quadratic regulator. In real application, the state condition of agents may change due to some particular problems such as a slow input response. In order to compensate for the problem that affects agent-to-agent coordination, a robust regulator was implemented into the formation algorithm. In this study, a linear quadratic regulator as the full-state feedback of robust regulator method for shape formation was considered. The result showed that a group of agents can form the desired shape (square) formation with a modification of the trajectory shape of each agent. The results were validated through numerical experiments.
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This study investigated the capability of a group of agents to form a desired shape formation by designing the feedback control using a linear quadratic regulator. In real application, the state condition of agents may change due to some particular problems such as a slow input response. In order to compensate for the problem that affects agent-to-agent coordination, a robust regulator was implemented into the formation algorithm. In this study, a linear quadratic regulator as the full-state feedback of robust regulator method for shape formation was considered. The result showed that a group of agents can form the desired shape (square) formation with a modification of the trajectory shape of each agent. The results were validated through numerical experiments.
Key concepts: Regulator, Linear-quadratic regulator, Control theory (sociology), State (computer science), Linear-quadratic-Gaussian control, Trajectory, Quadratic equation, Feedback control