scholarly journals Minimal-set of Inertial Parameters Identification of Legged Robots Using Base-link Dynamics

2009 ◽  
Vol 27 (9) ◽  
pp. 1066-1077 ◽  
Author(s):  
Ko Ayusawa ◽  
Gentiane Venture ◽  
Yoshihiko Nakamura
Author(s):  
Mariapaola D’Imperio ◽  
Ferdinando Cannella

The design and control of legged robots capable of performing dynamic tasks, such as those involving impact in a stable manner, is of growing concern within the robotics community. Under these conditions, ground reaction force rate increase dramatically and, if the control system fails to response appropriately, the internal vibrations will damage the robotic structure. To deal with these problems, design integration between control, mechanics and electronics is required. As a means to co-develop these tasks, we present an alternative method, based on the Virtual Prototyping (VP) and cosimulation concept, to model impact phenomena for design purposes. This model has been built starting from the identification of all the parameters that affect object dynamics within the mechanical structure. Two campaigns of experimental tests have been carried out: the first one for the parameters identification, while the second one for the model validation process. The agreement between numerical results and experiments is very satisfactory, demonstrating the possibility of using the model for future mechanical and control co-development.


Robotica ◽  
2021 ◽  
pp. 1-15
Author(s):  
Xu Chang ◽  
Honglei An ◽  
Hongxu Ma

Abstract This paper first uses a decoupling modeling method to model legged robots. The method groups all the degrees of freedom according to the number of limbs, regarding each limb as a manipulator with serial structure, which greatly reduces the number of dynamic parameters that need to be identified simultaneously. On this basis, a step-by-step identification method from the end-effector link to the base link, referred to as “E-B” identification method, is proposed. Simulation verification is carried out on a quadruped robot with 16 degrees of freedom in Gazebo, and the validity of the method proposed is discussed.


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