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2 cards from this section. Quick, good the night before a test.
What does the Jacobian matrix relate in robotic systems?
Think about how movements in joints affect the end tool.
What happens to the Jacobian at a singularity?
Consider what it means for something to be invertible.
What does the Jacobian help calculate in robotic systems?
Focus on the purpose of the Jacobian in motion.
True or False: Singularities occur when the Jacobian can be inverted.
Think about when control becomes problematic.
Given a robot with three joints configured to reach a specific point, calculate the Jacobian matrix and determine if a singularity occurs.
Use the relationships between joint angles and the end-effector's position.
Describe how to avoid singularities in a robot's design and operational zone.
Consider limits of movement for joints and configurations.
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