Survey

International Journal of Control, Automation, and Systems 2024; 22(10): 2955-2969

https://doi.org/10.1007/s12555-024-0784-5

© The International Journal of Control, Automation, and Systems

Safe Motion Planning and Control for Mobile Robots: A Survey

Sunwoo Hwang, Inkyu Jang, Dabin Kim, and H. Jin Kim*

Seoul National University

Abstract

Control engineering has made significant progress in addressing various challenges for real-world applications. For the next stage of robotics automation, it is necessary to guarantee formal safety as well as conventional control tasks including set point stabilization and trajectory tracking. This survey focuses on a review of safe motion planning and control, especially for mobile robots. We explore various advancements in safety-critical control problems that can ultimately be formulated as an ideal infinite-horizon optimal control, and classify them into two clusters: 1) receding horizon methods and 2) safety filtering approaches. Receding horizon methods, such as nonlinear model predictive control (NMPC) and reachability-based receding horizon motion planning, use finite-horizon sliding windows for tractability. Safety filtering methods, employing techniques such as control barrier function (CBF) and reference governor (RG), adjust nominal signals to enforce safety. This survey highlights the challenges of ensuring safety in dynamic and complex environments where mobile robots are deployed, where their computational limitations and uncertainties in dynamic models are significant factors. By providing a comprehensive review of current methodologies and specifying future research directions, we aim to offer a solid foundation for developing efficient safety-critical control methodologies for mobile robots.

Keywords Control barrier function, mobile robots, nonlinear model predictive control, reachability-based motion planning, reference governor, safe motion planning and control.

Article

Survey

International Journal of Control, Automation, and Systems 2024; 22(10): 2955-2969

Published online October 1, 2024 https://doi.org/10.1007/s12555-024-0784-5

Copyright © The International Journal of Control, Automation, and Systems.

Safe Motion Planning and Control for Mobile Robots: A Survey

Sunwoo Hwang, Inkyu Jang, Dabin Kim, and H. Jin Kim*

Seoul National University

Abstract

Control engineering has made significant progress in addressing various challenges for real-world applications. For the next stage of robotics automation, it is necessary to guarantee formal safety as well as conventional control tasks including set point stabilization and trajectory tracking. This survey focuses on a review of safe motion planning and control, especially for mobile robots. We explore various advancements in safety-critical control problems that can ultimately be formulated as an ideal infinite-horizon optimal control, and classify them into two clusters: 1) receding horizon methods and 2) safety filtering approaches. Receding horizon methods, such as nonlinear model predictive control (NMPC) and reachability-based receding horizon motion planning, use finite-horizon sliding windows for tractability. Safety filtering methods, employing techniques such as control barrier function (CBF) and reference governor (RG), adjust nominal signals to enforce safety. This survey highlights the challenges of ensuring safety in dynamic and complex environments where mobile robots are deployed, where their computational limitations and uncertainties in dynamic models are significant factors. By providing a comprehensive review of current methodologies and specifying future research directions, we aim to offer a solid foundation for developing efficient safety-critical control methodologies for mobile robots.

Keywords: Control barrier function, mobile robots, nonlinear model predictive control, reachability-based motion planning, reference governor, safe motion planning and control.

IJCAS
October 2024

Vol. 22, No. 10, pp. 2955~3252

Stats or Metrics

Share this article on

  • line

Related articles in IJCAS

IJCAS

eISSN 2005-4092
pISSN 1598-6446