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Designing a Circuit to Measure Phase with Optical Sensor for RC Helicopter Vibration Control

54 9
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  • #1 21678582
    Mark Sheldon
    Anonymous  
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  • #2 21678583
    Elizabeth Simon
    Anonymous  
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  • #3 21678584
    David Ashton
    Anonymous  
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  • #4 21678585
    Mark Sheldon
    Anonymous  
  • #5 21678586
    Mark Sheldon
    Anonymous  
  • #6 21678587
    Elizabeth Simon
    Anonymous  
  • #7 21678588
    Conrad Mannering
    Anonymous  
  • #8 21678589
    Richard Gabric
    Anonymous  
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  • #9 21678590
    Mark Sheldon
    Anonymous  
  • #10 21678591
    Richard Gabric
    Anonymous  

Topic summary

The discussion focuses on designing a circuit to measure the phase difference between a small-scale RC helicopter and a DC motor shaker to reduce vibration by ensuring the motor operates 180 degrees out of phase with the helicopter. The original poster prefers using an optical sensor with reflective tape on the helicopter rotor due to restrictions on attaching devices to the rotor, ruling out accelerometers. Suggested approaches include using optical interrupter sensors with an interrupter disk or reflective optical sensors, noting challenges such as sensitivity to stray light and dust. Circuit design involves providing current to the LED emitter and using pull-up resistors on the phototransistor output, with component values exemplified for a 5V supply. Alternatives like Hall effect sensors with magnets are proposed for robustness against environmental interference. For improved optical sensing, a modulated low-power laser diode combined with a narrow bandpass optical filter and a detector placed at the end of a tube can enhance signal quality by reducing ambient light interference. Components such as laser diodes, laser diode driver chips, and optical filters are commercially available from suppliers like Element14, Thor Labs, and Edmund Optics. The design aims to capture phase information accurately to enable vibration cancellation through phase-shifted motor actuation.
Summary generated by the language model.
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