4.7 Article

Centralized and optimal motion planning for large-scale AGV systems: A generic approach

Journal

ADVANCES IN ENGINEERING SOFTWARE
Volume 106, Issue -, Pages 33-46

Publisher

ELSEVIER SCI LTD
DOI: 10.1016/j.advengsoft.2017.01.002

Keywords

Motion planning; Automated guided vehicle (AGV); Optimal control problem; Multi-robot system; Wheeled mobile robot; Formation reconfiguration

Funding

  1. 973 Program of China [2012CB720503]
  2. National Nature Science Foundation [61374167]
  3. College Students' Science AMP
  4. Technology Innovation Program of Zhejiang Province [2016R401239]
  5. Zhejiang Science and Technology Program [2016C33G2600026]
  6. Social Development Research Project Fund of Hangzhou Science AMP
  7. Technology Bureau [20160533B97]

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A centralized multi-AGV motion planning method is proposed. In contrast to the prevalent planners with decentralized (decoupled) formulations, a centralized planner contains no priority assignment, decoupling, or other specification strategies, thus is free from being case-dependent and deadlock-involved. Although centralized motion planning is computationally expensive, it deserves investigations in schemes that are sensitive to solution quality but insensitive to computation time. Specifically, centralized multi-AGV motion planning is formulated as an optimal control problem in this work, wherein differential algebraic equations are used to describe the AGV dynamics, mechanical restrictions, and exterior constraints. Orthogonal collocation direct transcription method is adopted to discretize the original infinite dimensional optimal control problem into a large-scale nonlinear programming (NLP) problem, which is solved using interior point method thereafter. Exhaustive simulations are conducted on 10-AGV formation reconfiguration tasks. Simulation results show the validation, unification, and real-time implementation potential of the introduced centralized planner. Particularly, the computation time on a PC reduces to several seconds with near-optimal initial guess in the NLP solving process, making receding horizon re-planning possible via this centralized planner. (C) 2017 Elsevier Ltd. All rights reserved.

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