Modeling and control of a spherical robot in the CoppeliaSim simulator
G Montenegro, R Chacón, E Fabregas, G Garcia… - Sensors, 2022 - mdpi.com
This article presents the development of a model of a spherical robot that rolls to move and
has a single point of support with the surface. The model was developed in the CoppeliaSim …
has a single point of support with the surface. The model was developed in the CoppeliaSim …
Design and kinematics of mechanically coupled two identical spherical robots
IH Sagsoz, T Eray - Journal of Intelligent & Robotic Systems, 2023 - Springer
The use of spherical robots in outdoor operations has increased because they can move on
uneven/three-dimensional (3D) terrain. Since the non-holonomic constraints and the rolling …
uneven/three-dimensional (3D) terrain. Since the non-holonomic constraints and the rolling …
Fractional-order adaptive integral hierarchical sliding mode control method for high-speed linear motion of spherical robot
L Ma, H Sun, J Song - Ieee Access, 2020 - ieeexplore.ieee.org
The development of the spherical robot to meet the requirements of high-speed and high-
precision tasks is of great importance. In this study, a fractional-order adaptive integral …
precision tasks is of great importance. In this study, a fractional-order adaptive integral …
Motion control of the spherical robot rolling on a vibrating plane
AA Kilin, EN Pivovarova - Applied Mathematical Modelling, 2022 - Elsevier
This paper investigates the controlled motion of a spherical robot on a plane performing
horizontal periodic oscillations. The spherical robot is modeled by a balanced dynamically …
horizontal periodic oscillations. The spherical robot is modeled by a balanced dynamically …
Kinematics of spherical robots rolling over 3D terrains
Although the kinematics and dynamics of spherical robots (SRs) on flat horizontal and
inclined 2D surfaces are thoroughly investigated, their rolling behavior on generic 3D …
inclined 2D surfaces are thoroughly investigated, their rolling behavior on generic 3D …
Design and analysis of a spherical robot based on reaction wheel stabilization
In this paper, we present the design of a spherical robot with a high spherical shell to drive-
unit mass ratio. A drive unit and a novel shell structure design for the spherical robot are …
unit mass ratio. A drive unit and a novel shell structure design for the spherical robot are …
Active disturbance rejection motion control of spherical robot with parameter tuning
M Liu, R Lin, M Yang, AV Nazarova… - Industrial Robot: the …, 2022 - emerald.com
Purpose The characteristics of spherical robots, such as under-drive, non-holonomic
constraints and strong coupling, make it difficult to establish its motion control model …
constraints and strong coupling, make it difficult to establish its motion control model …
[HTML][HTML] Spherical robots: An up-to-date overview of designs and features
YL Karavaev - Russian Journal of Nonlinear Dynamics, 2022 - cyberleninka.ru
This paper describes the existing designs of spherical robots and reviews studies devoted to
investigating their dynamics and to developing algorithms for controlling them. An analysis is …
investigating their dynamics and to developing algorithms for controlling them. An analysis is …
Hybrid super‐twisting fractional‐order terminal sliding mode control for rolling spherical robot
M Salemizadeh Parizi… - Asian Journal of …, 2021 - Wiley Online Library
The unmodeled parameters, uncertainties, chattering, and disturbances can be serious
problems for a controller. These issues decrease the performance of the controller and make …
problems for a controller. These issues decrease the performance of the controller and make …
Smooth fractional order sliding mode controller for spherical robots with input saturation
T Zhou, Y Xu, B Wu - Applied Sciences, 2020 - mdpi.com
This study considers the control of spherical robot linear motion under input saturation. A
fractional sliding mode controller that combines fractional order calculus and the hierarchical …
fractional sliding mode controller that combines fractional order calculus and the hierarchical …