论文信息 - On the dynamic modeling of an upper-body humanoid robot in the three-dimensional space

On the dynamic modeling of an upper-body humanoid robot in the three-dimensional space

The aim of this study is to provide a clear and a systematic approach so that starting from generalized motion equations of all rigid bodies of a humanoid robot one can establish a reduced three dimensional dynamical model. The resulting dynamic model can be expended either for simulation propositions or implemented for any given control law. In addition, transformations and developments, proposed here, can be exploited for modeling of any other three-dimensional humanoid robot with a variable number of rigid bodies and DOFs.

Olfa Boubaker | Amira Aloulou

[1] H. Hemami. Some aspects of Euler-Newton equations of motion , 1982 .

[2] Zengshi Chen,et al. Dynamics and control of collision of multi-link humanoid robots with a rigid or elastic object , 2006 .

[3] Herman Høifødt,et al. Dynamic Modeling and Simulation of Robot Manipulators: The Newton-Euler Formulation , 2011 .

[4] Adel M. Alimi,et al. Dynamic Modeling and Control of a Multi-Fingered Robot Hand for Grasping Task , 2012 .

[5] Yangmin Li,et al. Dynamics Modeling and Simulation of a kind of wheeled humanoid Robot Based on Screw Theory , 2012, Int. J. Humanoid Robotics.

[6] Hua Zhong,et al. Control and simulation on the waist mechanism of a humanoid robot based on dynamic model , 2008, 2008 Chinese Control and Decision Conference.

[7] Yangmin Li,et al. Dynamic modeling of a mobile humanoid robot , 2009, 2008 IEEE International Conference on Robotics and Biomimetics.

[8] Olfa Boubaker,et al. Minimum Jerk-Based Control for a Three Dimensional Bipedal Robot , 2011, ICIRA.

[9] Olfa Boubaker,et al. A Relevant Reduction Method for Dynamic Modeling of a Seven-linked Humanoid Robot in the Three-dimensional Space , 2014, ArXiv.

[10] Olfa Boubaker,et al. Control of a Step Walking Combined to Arms Swinging for a Three Dimensional Humanoid Prototype , 2010 .

[11] R Dumas,et al. A 3D Generic Inverse Dynamic Method using Wrench Notation and Quaternion Algebra , 2004, Computer methods in biomechanics and biomedical engineering.