An encoder senses the angle of the motor shaft and converts the angle to a digital code.

Prepare for the NTA Robotics Safety and Systems Review Quiz. Engage with interactive flashcards and multiple choice questions, each explained thoroughly. Gear up for success and ace your exam!

Multiple Choice

An encoder senses the angle of the motor shaft and converts the angle to a digital code.

Explanation:
Encoders provide positional feedback by sensing the rotation angle of the motor shaft and converting that angle into a digital code. That is exactly what the statement describes, so it’s correct. The encoder’s job is to translate physical position into a digital representation that a controller can read. There are two main types: incremental encoders, which give pulses proportional to movement and speed, and absolute encoders, which output a direct code for the current angle so position is known even after power cycles. Also, encoders typically produce digital signals (pulses or coded words), not analog voltages; an analog signal would be more typical of a potentiometer or an analog sensor, not standard encoder feedback for precise position. So the description matches how encoders work and why the angle is represented as a digital code.

Encoders provide positional feedback by sensing the rotation angle of the motor shaft and converting that angle into a digital code. That is exactly what the statement describes, so it’s correct. The encoder’s job is to translate physical position into a digital representation that a controller can read. There are two main types: incremental encoders, which give pulses proportional to movement and speed, and absolute encoders, which output a direct code for the current angle so position is known even after power cycles. Also, encoders typically produce digital signals (pulses or coded words), not analog voltages; an analog signal would be more typical of a potentiometer or an analog sensor, not standard encoder feedback for precise position. So the description matches how encoders work and why the angle is represented as a digital code.

Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy