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Motion Control & Kinematics Flashcards

7 cards from real AWS practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

Read the first 7 Motion Control & Kinematics flashcards as text
  1. What is the workspace of a robotic manipulator?

    Answer: The set of all reachable end-effector positions and orientations

    The workspace is the complete set of poses the end-effector can achieve given all joint-limit constraints.

  2. In a ball-screw linear actuator, what determines the relationship between motor rotations and linear travel?

    Answer: Lead (pitch × starts) of the screw

    The lead defines how far the nut travels per full screw revolution, directly linking rotary to linear motion.

  3. Which kinematic chain type has its end-effector constrained by multiple independent legs attached to a fixed base?

    Answer: Parallel manipulator

    Parallel manipulators such as the Stewart-Gough platform use multiple legs in a closed-chain arrangement for high stiffness.

  4. An encoder outputs 2000 pulses per revolution. If quadrature decoding is used, what is the effective resolution?

    Answer: 8000 counts/rev

    Quadrature decoding counts all four edges of the A/B pulse pair, multiplying the base count by 4 (2000 × 4 = 8000).

  5. In a PID position controller, persistent steady-state error after a constant disturbance is eliminated by which term?

    Answer: Integral (I) term

    The integral term accumulates error over time and outputs an increasing correction until steady-state error reaches zero.

  6. What is the purpose of gravity compensation in a robot controller?

    Answer: To counteract gravitational torques so the robot holds position without continuous high-gain feedback

    Gravity compensation adds a model-based feedforward torque that cancels gravitational loading on each joint.

  7. Which parameter describes the ratio of output speed to input speed in a gearbox used for motion control?

    Answer: Gear ratio (transmission ratio)

    The gear ratio N = ω_input / ω_output and simultaneously multiplies torque by N (ignoring losses).