Scilab Home Page | Wiki | Bug Tracker | Forge | Mailing List Archives | Scilab Online Help | File Exchange
ATOMS : Robotics Toolbox details
Please login or create an account

Robotics Toolbox

A toolbox for the simulation of robotic manipulators
(1575 downloads for this version - 22669 downloads for all versions)
Details
Version
2.0.2
A more recent valid version with binaries for Scilab 6.1 exists: 2.0.3
Author
Davide Cappucci and Corrado Guarino Lo Bianco
Owner Organization
University of Parma
Maintainer
Corrado Guarino Lo Bianco
License
Creation Date
January 18, 2021
Source created on
Scilab 6.1.x
Binaries available on
Scilab 6.1.x:
Linux 64-bit Windows 64-bit
Install command
--> atomsInstall("Robotics_Toolbox")
Description
            The Robotics Toolbox is inspired to the ninth release of the Robotics Toolbox
for Matlab by Peter Corke.
Its goal is to provide a set of functions that allow to create a model of a
robotic arm and to study its behavior and control through simulations. 

The toolbox provides functions for: 
* Create a robotic model according to the Denavit-Hartenberg notation 
* Solve direct and inverse kinematics
* Manage direct and inverse dynamics
* Display a graphical schematic model of a manipulator and animate it
* Xcos blocks for simulating the control of a robotic model
* Geometric transformations
* and more...

Functions are documented and some demos are available.            
Files (3)
[2.18 MB]
Linux 64-bit binary for Scilab 6.1.x

[546.85 kB]
Source code archive

[2.38 MB]
Windows 64-bit binary for Scilab 6.1.x

News (1)
Comments (5)     Leave a comment 
Comment from Hessel Jonker -- January 22, 2021, 11:03:10 AM    
Hi,

Where can I find documantation as stated in de description?

Kind regards,

Hessel
Comment from Corrado Guarino Lo Bianco -- January 22, 2021, 11:20:02 AM    
Hi Hessel,
the Robotics Toolbox comes with its help documentation. Open the help window, and look
among the installed toolboxes (it should be the last one). Each function is documented.

Best regards,
Corrado
Comment from Steeve Mbakop -- September 17, 2021, 03:25:41 AM    
Good morning, gentlemen. 

Thank you for this toolbox.

Please, gentlemen, can you give us more information about the documentation of the 
function ''rne'' for the calculation of the inverse dynamics? 

Indeed, it is not indicated the reference position from which the torque is calculated.

Moreover, for the definition of the inertia and the position of the centers of gravity 
of each Link of the robot, it is not indicated if the calculation is done in the local 
reference frame of the associated link (base of the DH model) or the global reference 
frame R0

Finally, I would like to ask you, dear gentlemen, to give a little more clarification on 
the implementation of the payload. When generating a trajectory, or the inverse dynamic 
calculation, should we indicate its pose in the final joint configuration, in the 
initial joint configuration, or in intermediate joint configuration.

With best regards.

Steeve.
Answer from Corrado Guarino Lo Bianco -- September 17, 2021, 08:46:01 AM    
Hi Steeve,
rne stands Recursive Newton Euler. The function implements the standard rne algorithm that
can be found in almost all robotics text books. If you use the modified Denavit-Hartenberg
convention a reference book can be "Introduction to Robotics" written by
J.J.Craig, otherwise if you use the standard Denavit-Hartenberg approach please refer to
"Robotics, Modelling, Planning and Control" written by B.Siciliano et al. Those
books are the best references for such function. 

Coming to your questions: rne evaluates the joint torques (consequently they are described
w.r.t. the joint axes and are scalar quantities, one for each axis) starting from the
knowledge of the joint positions, velocities, accelerations, external forces applied to the
tool frame, and friction.

Centers of gravity (cog) are described w.r.t. the corresponding link frame, while the
inertia tensors are described w.r.t. a frame located in the link cog and oriented as the
link frame. Consequently, cogs and inertia tensors are constant.

External forces are supposed to be applied to the tool frame and are supposed to be
described w.r.t. the tool frame itself. If the robot position changes, the description of
the external force (or torque) w.r.t. the tool frame must be changed accordingly.

Best regards,
Corrado
Leave a comment
You must register and log in before leaving a comment.
Email notifications
Send me email when this toolbox has changes, new files or a new release.
You must register and log in before setting up notifications.