JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD B.Tech IV Year ACTUATORS AND ROBOT SYSTEMS Previous Question Paper (September - 2020 - R16)
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What is Roll, pitch and yaw in robotics? Explain their significance in robotics.
Answer
Roll, pitch, and yaw are the three fundamental rotational movements used to describe the orientation of a robotic end-effector or a mobile robot in a three-dimensional coordinate system. These angles, often referred to as Euler angles, define the rotation of a body about the three principal axes of its local coordinate frame.
Roll represents rotation about the longitudinal axis (the x-axis), which points forward through the robot's front. It is essentially a tilting motion from side to side.
Pitch represents rotation about the lateral axis (the y-axis), which runs from side to side across the robot. It corresponds to an upward or downward tilting motion, similar to nodding the head.
Yaw represents rotation about the vertical axis (the z-axis), which runs from top to bottom. It corresponds to a side-to-side turning motion, similar to shaking the head.
The significance of these rotations in robotics includes:
- Spatial Orientation: They are essential for defining the pose (position and orientation) of a robot in 3D space, which is critical for tasks like pick-and-place operations, navigation, and trajectory planning.
- Kinematic Modeling: These angles are used in the construction of rotation matrices and transformation matrices, which allow the robot controller to calculate the necessary joint angles to reach a specific target orientation.
- End-Effector Control: For robotic manipulators, controlling roll, pitch, and yaw is necessary to align the tool or gripper correctly with an object, ensuring successful grasping or assembly.
- Navigation and Stability: For mobile robots and drones, monitoring roll, pitch, and yaw is vital for maintaining balance, stability, and path tracking against external disturbances like wind or uneven terrain.
Sketch the workspaces for the following robots
Cartesian robots
Answer
A Cartesian robot, also known as a gantry or rectilinear robot, utilizes three prismatic joints (PPP configuration) to achieve motion along the X, Y, and Z axes. Because all joints are linear, the workspace is defined by the range of travel of each independent axis.
The workspace is a rectangular parallelepiped (a box shape). If the travel limits for the axes are Lx, Ly, and Lz respectively, the workspace volume is defined by the product of these three dimensions.
Visually, this is represented as a 3D box where the robot's end effector can reach any point within the interior boundaries defined by the linear rails.
Polar robots.
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Explain trajectory planning using joint space techniques.
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What is inverse kinematics? Define reachable workspace, dexeterous workspace, work volume.
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Explain any two applications of Micro switches and Resistance Transducers.
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Explain the operation of Piezoelectric transducers and its applications.
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Discuss about various types of stepper motors used in robotics.
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Discuss the structure, elements and functions of any one Robot Language.
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