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ROS Robotics By Example, Second Edition

You're reading from   ROS Robotics By Example, Second Edition Learning to control wheeled, limbed, and flying robots using ROS Kinetic Kame

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Product type Paperback
Published in Nov 2017
Publisher Packt
ISBN-13 9781788479592
Length 484 pages
Edition 2nd Edition
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Authors (3):
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Dr. Thomas L. Harman Dr. Thomas L. Harman
Author Profile Icon Dr. Thomas L. Harman
Dr. Thomas L. Harman
Lentin Joseph Lentin Joseph
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Lentin Joseph
Carol Fairchild Carol Fairchild
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Carol Fairchild
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Table of Contents (12) Chapters Close

Preface 1. Getting Started with ROS 2. Creating Your First Two-Wheeled ROS Robot (in Simulation) FREE CHAPTER 3. Driving Around with TurtleBot 4. Navigating the World with TurtleBot 5. Creating Your First Robot Arm (in Simulation) 6. Wobbling Robot Arms Using Joint Control 7. Making a Robot Fly 8. Controlling Your Robots with External Devices 9. Flying a Mission with Crazyflie 10. Controlling Baxter with MATLAB© Index

Baxter's arms


Baxter has seven rotary joints, as shown in the following figure. Each arm is often referred to as a 7-DOF arm, since motion of the arm is controlled by seven actuators (motors), which are capable of independent rotation.

Baxter's 7-DOF arms are described on the Rethink Robotics site at http://sdk.rethinkrobotics.com/wiki/Arms.

Baxter's arm joints

The arm joints are named in the following manner:

  • S0: Shoulder Twist (Roll)

  • S1: Shoulder Bend (Pitch)

  • E0: Elbow Twist (Roll)

  • E1: Elbow Bend (Pitch)

  • W0: Wrist Twist (Roll)

  • W1: Wrist Bend (Pitch)

  • W2: Wrist Twist (Roll)

The designation of the joints as S0, S1, E0, E1, W0, W1, and W2 enables us to define, and even monitor, each of the angles for these joints with respect to the coordinates of the joints. In ROS, the angles are measured in radians. As there are 2π radians in a complete circle, one radian is 360/(2π), or about 57.3 degrees. A 90-degree angle is π/4, or about 0.7854 radians. These conversion values are given because it is often...

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