Abstract

Climbing robots are characterized by a secure surface coupling that is designed to prevent falling. The robot coupling ability is assured by an adhesion method leading to nonlinear dynamic models with time-varying parameters that affect the robot’s mobility. Additionally, the wheel friction and the force of gravity force are also relevant issues that can compromise the climbing ability if they are not well modeled. This work presents a model-based torque controller for velocity tracking in a four-wheeled climbing robot specially designed to inspect storage tanks. The model-based controller (MPC) compensates for the effects of nonlinearities due to the forces of gravity, friction, and adhesion through the dynamic and kinematic modeling of the climbing robot. Dynamic modeling is based on the Lagrange-Euler approach, which allows a better understanding of how forces and torques affect the robot’s movement. Besides, an analysis of the interaction force between the robot and the contact surface is proposed, since this force affects the motion of the climbing robot according to spatial orientation. Finally, simulations are carried out to examine the robot’s dynamics during the climbing movement, and the MPC is validated through the redrobot simulator V-REP and practical experiments. The presented results highlight the compensation of the nonlinear effects due to the robot’s climbing motion by the proposed MPC controller.

Highlights

  • Advances in technology have increased mobile robots’ versatility and expanded their application in several areas, such as maintenance and service

  • Both developed kinematic and dynamic models are validated by climbing robot performance in three different situations

  • The navigation of a climbing robot presents disturbances in its dynamic parameters, due to gravity, adhesion and friction forces, which cannot be disregarded in the design of motion controllers

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Summary

Introduction

Advances in technology have increased mobile robots’ versatility and expanded their application in several areas, such as maintenance and service. A significant part of motion control strategies for mobile robotics are based on kinematic models [3,4,5] that simplify or even cut out all dynamic influences. The gravitational force is a very relevant concern that cannot be neglected because it intensifies or decreases the adhesion effects due to body orientation These aspects are commonly overlooked in 2D ground navigation since they are time-invariant. This study is crucial to control strategy success since it is necessary to model the effects of gravity, friction force and adhesion on the movement of the climbing robot. Dynamic modeling is based on the Lagrange-Euler method that allows a better understanding of how forces and torques affect the robot’s movement. The understanding of such interaction force is an essential requirement for the dynamic modeling of the climbing robot’s motion

Related Work
Overview of Climbing Robots
Kinematic Analysis
Dynamic Analysis
Gravity Model
Interaction Model
Velocity and Torque Control by MPC Approach
Simulation Results
Analysis of Kinematic and Dynamic Models
The Proposed MPC Controller Validation
Controller Performance Analysis
Experimental Results
Conclusions
Full Text
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