How Do You Calculate Angular Resolution and RPM from Encoder Pulses?

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The discussion focuses on calculating angular resolution and RPM from encoder pulses. The angular resolution of the optical incremental encoder is determined to be 0.36 degrees per pulse, calculated using the formula 360 degrees divided by 1,000 pulses per revolution. The motor speed is calculated to be 300 RPM based on the encoder output of 5,000 pulses in one second. Participants confirm the calculations and suggest resources for further reading on optical and differential pressure sensors. Overall, the calculations and methodology presented are validated by the community.
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I was given the following question "An optical incremental encoder that produces 1,000 pulses per revolution is connected to the shaft of a motor. Determine the angular resolution of the encoder in degrees and the motor speed in RPM, if the encoder outputs 5,000 pulses
in 1 second."

I am not sure if this is correct but this is what is did.

Angular resolution= 360deg/1000
= 0.36deg/pulse

Using the formula frequency= (line count* RPM)/60
==> RPM= (60*f)/line count
= (60*5000)/1000
= 300rpm

Could some1 please verify this? Thanks in advance
 
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Looks right.
 
thanks for replying to my post... much appreciated... can u suggest any website that i can read more about optical and differential pressure sensors?
 
JohnielWhite said:
thanks for replying to my post... much appreciated... can u suggest any website that i can read more about optical and differential pressure sensors?

I find that using Google Images works well for finding information on stuff like this. Maybe give that a try. wikipedia.org is also pretty helpful often for learning about devices.
 
ok... i'll get on it asap... thanks again for your response...
 
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