Converting Voltage to Pressure: A Simple Guide for Engineering Students

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In summary, the person is a sophomore college student studying Aerospace Engineering and is facing a math problem while conducting an experiment. They need to linearly transform a 1~5 volt scale to a 0~200 bar scale and are seeking help to remember how to do this with pre-calculus equations. The solution involves using the formula P = mV + b, where m and b can be found by plugging in two corresponding points.
  • #1
!Live_4Ever!
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Hey guys, I am a sophomore college student studying Aerospace Engineering and I am doing an experiment, and i ran into a little math problem that i can't seem to visualize properly.

I have a y-axis where which is a measure of pressure (from 0~200 bars), but expressed in voltages (1 to 5 volts).

In order to properly analyze the results, i have to linearly transform the 1~5 volt scale to a 0~200 bar scale.

I know it involves simple pre-calculus (with the y=mx+b) stuff but I just can't remember whatever I did in high school.

Can anyone help me out here?

Thanks in advance
 
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  • #2
The formula y = mx + b you gave is for a straight line, i.e. a linear dependence. For this application, let me rename y to P (for pressure) and x to V (for voltage): P = m V + b.
What you can do now, is simply plug in two points that you want to correspond. For example, if 1 volt corresponds to 0 bar, set V = 1, P = 0 to get
0 = m 1 + b = m + b
Take another point, for example to let 5 volts correspond to 500 bar, set V = 5, P = 500:
500 = 5m + b.

This gives you two equations from which you can solve m and b (for example, the first one gives you b = -m, plugging that into the second one produces 500 = 5m - m = 4m and then you can find m).

(Note that there are faster ways, such as calculating m = delta P / delta V = (200 - 0) / (5 - 1) = 200 / 4 = 50 and then plugging in one point, but this one is more general).
 

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