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UNIT IV
ROBOT KINEMATICS AND ROBOT
PROGRAMMING
Forward Kinematics, Inverse Kinematics and Difference; Forward
Kinematics and Reverse Kinematics of manipulators with Two, Three
Degrees of Freedom (in 2 Dimension), Four Degrees of freedom (in 3
Dimension) Jacobians, Velocity and Forces-Manipulator Dynamics,
Trajectory Generator, Manipulator Mechanism Design-Derivations and
problems. Lead through Programming, Robot programming Languages-
VAL Programming-Motion Commands, Sensor Commands, End Effector
commands and simple Programs.
Robot Kinematics: Forward and
Inverse Kinematics
• Kinematics studies the motion of bodies
without consideration of the forces or moments
that cause the motion.
• Robot kinematics refers the analytical study of
the motion of a robot manipulator. Formulating
the suitable kinematics models for a robot
mechanism is very crucial for analyzing the
behaviour of industrial manipulators.
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
Two Frames Kinematic Relationship:
There is a kinematic relationship between two frames,
basically a translation and a rotation.
In manipulator robotics, there are two kinematic tasks:
Direct (also forward) kinematics – Given are
joint relations (rotations, translations) for the robot arm.
Transformation:
In robotics applications, many different coordinate
systems can be used to define where robots, sensors, and other
objects are located. You can transform between coordinate
systems when you apply these representations to 3-D points.
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics
UNIT-IV-- Robotics

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UNIT-IV-- Robotics

  • 1. UNIT IV ROBOT KINEMATICS AND ROBOT PROGRAMMING Forward Kinematics, Inverse Kinematics and Difference; Forward Kinematics and Reverse Kinematics of manipulators with Two, Three Degrees of Freedom (in 2 Dimension), Four Degrees of freedom (in 3 Dimension) Jacobians, Velocity and Forces-Manipulator Dynamics, Trajectory Generator, Manipulator Mechanism Design-Derivations and problems. Lead through Programming, Robot programming Languages- VAL Programming-Motion Commands, Sensor Commands, End Effector commands and simple Programs.
  • 2. Robot Kinematics: Forward and Inverse Kinematics • Kinematics studies the motion of bodies without consideration of the forces or moments that cause the motion. • Robot kinematics refers the analytical study of the motion of a robot manipulator. Formulating the suitable kinematics models for a robot mechanism is very crucial for analyzing the behaviour of industrial manipulators.
  • 12. Two Frames Kinematic Relationship: There is a kinematic relationship between two frames, basically a translation and a rotation. In manipulator robotics, there are two kinematic tasks: Direct (also forward) kinematics – Given are joint relations (rotations, translations) for the robot arm. Transformation: In robotics applications, many different coordinate systems can be used to define where robots, sensors, and other objects are located. You can transform between coordinate systems when you apply these representations to 3-D points.