Calculating Heart Rate from CRT Display for Beginners

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SUMMARY

The discussion centers on calculating heart rate from a CRT display using a time base of 0.40s/ms and a distance of 1.25cm between peaks. The correct interpretation of the time base is crucial; it should be understood as 0.4s/cm rather than 0.40s/ms. By measuring the distance on the screen and knowing the speed of the trace, one can determine the time for one heartbeat, which translates to a heart rate of 120 beats per minute for a 0.5-second peak-to-peak interval.

PREREQUISITES
  • Understanding of CRT display operation
  • Knowledge of time base measurement in oscilloscopes
  • Familiarity with heart rate calculation methods
  • Basic principles of signal measurement
NEXT STEPS
  • Research the operation of oscilloscopes and their time/div settings
  • Learn about heart rate monitoring techniques and calculations
  • Explore the physics of CRT displays and their applications
  • Study the relationship between distance on a display and time intervals
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This discussion is beneficial for students in biomedical engineering, electronics enthusiasts, and anyone interested in understanding heart rate monitoring technology and CRT display calculations.

QueryQueen86
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This question is on the operation of a CRT.

In a heart rate monitor, the time base is a standard 0.40s/ms.
The distance between adjacent peaks on the display is 1.25cm per heart beat.
Calculate the time taken for one heart beat.

Any help with this will be very much appreciated. I missed a few lectures due to illness and now I'm so behind. I don't even know where to start with this!
 
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Welcome to PF.

I don't think I exactly understand your problem statement, because typically your oscilloscope will be given as time/div.

Now if you had said .40s/div then that would indicate to me that you have a .5sec peak to peak, for 1 heart beat, or 60/.5 = 120 beats per minute.
 
QueryQueen86 said:
In a heart rate monitor, the time base is a standard 0.40s/ms.
You have copied this down wrong. The timebase must be time/distance, ie 0.4s/cm

Then if you measure the distance on the screen (1.25cm) and you know how fast the trace is moving you can work out how many seconds the 1.25cm represents.
 

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