urdf2casadi 1.0.0

Module for finding casadi functions of forward kinematics and dynamics of a URDF chain.

URDF2CASADI

A module for generating the forward kinematics of a robot from a URDF. It can generate the forward kinematics represented as a dual quaternion or a transformation matrix. urdf2casadi works both in python 2 and 3, and any platform that supports CasADi and urdf_parser_py.

Other libraries

This module is implemented in Python, and was intended to explore a CasADi approach to forward kinematics and rigid body dynamics algorithms based on URDFs. For a more real-time control applicable alternative, consider the Pinocchio library.

Installation

With ROS:

1. Get ROS (actually anything that installs urdfdom_py/urdf_parser_py will do).
2. Get CasADi (e.g. pip install casadi).
3. Run pip install --user . in the folder.

Without ROS:

1. Change the urdfdom-py to urdf-parser-py in requirements.txt (line 3) and in setup.py (line 20).
2. Get CasADi (e.g. pip install casadi).
3. Run pip install --user . in the folder (--user specifies that it is a local install).

Usage example

import casadi as cs
from urdf2casadi import urdfparser as u2c
urdf_path = "../urdf/ur5_mod.urdf"
root_link = "base_link"
end_link = "tool0"
robot_parser = u2c.URDFparser()
robot_parser.from_file(urdf_path)
# Also supports .from_server for ros parameter server, or .from_string if you have the URDF as a string.
fk_dict = robot_parser.get_forward_kinematics(root_link, end_link)
print(fk_dict.keys())
# should give ['q', 'upper', 'lower', 'dual_quaternion_fk', 'joint_names', 'T_fk', 'joint_list', 'quaternion_fk']
forward_kinematics = fk_dict["T_fk"]
print(forward_kinematics([0.3, 0.3, 0.3, 0., 0.3, 0.7]))

Citation

The results were published in "Robot Dynamics with URDF & CasADi" at ICCMA 2019. Preprint]

@inproceedings{urdf2casadi,
  title={Robot Dynamics with URDF \& CasADi},
  author={Johannessen, Lill Maria Gjerde and Arbo, Mathias Hauan and Gravdahl, Jan Tommy},
  booktitle={2019 7th International Conference on Control, Mechatronics and Automation (ICCMA)},
  year={2019},
  organization={IEEE}
}

Todo/Implementation status

• Forward kinematics with SE(3) matrix
• Forward kinematics of rotation with quaternion
• Dual Quaternions as alternative to SE(3) matrices
• Dynamics from links and their inertia tags
• Denavit Hartenberg?
• Move numerical to a test folder
• Examples