Publications by authors named "Liquan Jiang"

Article Synopsis
  • Mobile robots often face localization fluctuations that lead to issues like jittering and poor trajectory tracking, particularly in dynamic environments, which common controllers fail to address effectively.
  • The paper introduces an adaptive model predictive control (MPC) method that improves localization assessment using fuzzy logic and modifies the kinematics model to handle external disturbances, enhancing computation efficiency.
  • The proposed MPC shows significant improvements over traditional PID controllers, reducing tracking distance and angle errors by 74.3% and 95.3%, respectively, as demonstrated through real-life robot experiments.
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Due to the praiseworthy maneuverability and actuation flexibility, the in-wheel-motor-driven mobile robots (IWMD-MR) are widely employed in various industrial fields. However, the active estimation and rejection of unknown disturbances/uncertainties remain a tough work for formulating a stable lateral motion controller. To address the challenge, this paper proposes a robust lateral stabilization control (RLSC) scheme for the developed IWMD-MR by designing an active disturbance suppression mechanism.

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Recently, four-wheeled steerable mobile robots (FSMR) have attracted increasing attention in industrial fields, however the collision-free trajectory tracking control is still challenging in dynamic environments. This paper studies a new coupled fractional-order sliding mode control (CFSMC) and obstacle avoidance scheme, which has superior capacities of providing more control flexibilities and achieving high-accuracy. Instead of exploring traditional integer-order solutions, novel fractional-order sliding surfaces are proposed to handle the nonlinear interconnected states in a coupled structure.

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In real-world robotic navigation, some ambiguous environments contain symmetrical or featureless areas that may cause the perceptual aliasing of external sensors. As a result of that, the uncorrected localization errors will accumulate during the localization process, which imposes difficulties to locate a robot in such a situation. Using the ambiguity grid map (AGM), we address this problem by proposing a novel probabilistic localization method, referred to as AGM-based adaptive Monte Carlo localization.

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