Arm control / Planning

manfredarm

Description

The Light Weight Robot UC3M-1 (LWR-UC3M-1) is a robotic arm with 6 degrees of freedom that allows the robot to do manipulation tasks in human environments. Its main features are the following:

  • Kinematic chain similar to the human one.
  • Total weight of 18 kilograms.
  • Maximum load capability of 4.5 kilograms at the end effector.
  • Maximum distance reached around 955 millimeters.

The low-level control of the arm is done with a PMAC PCI control target which allows simultaneous control of 8 motors. Besides, different high level kinematic control techniques have been developed in order to generate the required trajectories for multiple tasks. Among these techniques, the most important ones are:

  • Cartesian control based on the analytical Jacobian matrix, which gives us the relationship between the cartesian velocities at the end effector and the required velocities in the articulations in order to execute the required trajectory. This control scheme is based on the one proposed by Sciavicco y Siciliano in “Modelling and control of robot manipulators”, 2005.
  • Cartesian control based on the the calculation of the inverse kinematics of the manipulator using evolutionary algorithms. In this case, the Differential Evolution algorithm is used to calculate the motors positions that allow the end effector to reach the desired cartesian point in the space.

Laser Scan

Entries:
TEO: Full-size humanoid robot design powered by a fuel cell system
An International Journal on Cybernetics and Systems . num. 3 , vol. 43 , pages: 163 – 180 , 2012
P. Pierro S. Martinez A. Jardon C.A. Monje
The Rh-1 full-size humanoid robot: design, walking pattern generation and control
Journal of Applied Bionics and Biomechanics (Print ISSN: 1176-2322, Online: ISSN: 1754-2103). num. 3 , vol. 6 , pages: 301 – 344 , 2009
M. Arbulu D. Kaynov L.M. Cabas
European humanoid robotics program
Clawar news. , vol. 9 , pages: 13 – 14 , 2002

Entries:
Aiming for multibody dynamics on stable humanoid motion with Special Euclideans groups, called SE(3) (Accepted)
2010 IEEE/RSJ International Conference on Intelligent Robots and Systems (IROS 2010), Taipei, Taiwan
M. Arbulu S. Martinez A. Jardon C.A. Monje
Aiming for Multibody Dynamics on Stable Humanoid Motion with Special Euclidean Groups
2010 IEEE/RSJ International Conference on Intelligent Robots and Systems, IROS’2010, 2010, Taipei, China
M. Arbulu S. Martinez A. Jardon C.A. Monje
RH-2 an Upgraded full-size humanoid platform
12th International Conference on Climbing and Walking Robots and the Support Technologies for Mobile Machines (CLAWAR '09), Istanbul, Turkey
M. Arbulu L.A. Pabon P. Pierro C. Perez S. Martinez
INVERSE DYNAMICS MODELLING FOR HUMANOID ROBOTS BASED IN LIE GROUPS AND SCREWS
11th International Conference on Climbing and Walking Robots and the Support Technologies for Mobile Machines (CLAWAR 2008), 2008, Coimbra, Portugal
M. Arbulu
Trends of new robotics platform, designing Humanoid Robot Rh-1
CARS & FOF 0723rd ISPE International Conference on CAD/CAM Robotics and Factories of the Future, 2007, Bogota, Colombia
M. Arbulu D. Kaynov L.M. Cabas P. Staroverov
Rh-0 humanoid full size robot`s control strategy based on the Lie logic technique
IEEE-RAS International Conference on Humanoid Robots (Humanoids'2005), 2005, Tsukuba, Japan
M. Arbulu D. Kaynov J. M. Pardos-Gotor P. Staroverov
Mechanical design and dynamic analysis of the humanoidrobot Rh-0
8th International Conference on Climbing and Walking Robots (Clawar 2005), London, United Kingdom
M. Arbulu D. Kaynov R. Cabas P. Staroverov
Inverse Dynamics of Humanoid Robot by Balanced Mass Distribution Method
IEEE/RSJ International Conference on Intelligent Robots and Systems (IROS'2004), 2004, Sendai, Japan
M. Arbulu
Development of the light-weight human size humanoid robot Rh-0
7th International Conference on Climbing and Walking Robots (Clawar'2004), 2004, Madrid, Spain
M. Arbulu
Humanoid Robot Kinematics Modeling Using Lie Groups
7th International Conference on Climbing and Walking Robots (Clawar'2004), Madrid, Spain
J. M. Pardos-Gotor
Lie Groups and Lie Algebras in Robotics.
University Carlos III of Madrid – ROBOTICSLAB SEMINAR., Madrid, Spain
J. M. Pardos-Gotor

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