Calculating kPa/min in Fermentation: What's the Correct Method?

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To calculate kPa/min in fermentation, subtract the final pressure from the initial pressure and divide by the time in minutes. For example, if the initial pressure is 99.05 kPa and the pressure after one minute is 99.03 kPa, the rate of CO2 production would be -0.02 kPa/min. It's recommended to use multiple data points for accuracy and plot pressure against time to find the slope. The average rate can be determined by taking the difference in pressure over the total time interval. Accurate measurements in the correct units are essential for reliable calculations.
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How do you calculate kpa/min??

1. I am trying to find the rate of CO2 production in yeast fermentation. I used a gas pressure sensor to measure the kpa every minute. I recorded the initial kpa and the kpa after every minute for four minutes. I forgot how to calculate the kpa/min and need clarification



2. I think the equation is something like this:
Initial pressure - final pressure/ (seconds?) I doubt this is right



3. For instance, the initial pressure was 99.05 kpa and after a minute it was 99.03.
So would the rate be -.02 kPa/min?
Can someone please help or steer me in the right direction?
Any help would be appreciated.
 
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You plot a graph of pressure vs time and find the slope
(you have more than one data point so you may as well use them)

Quick-and-dirty method, take the difference between final and initial pressure readings, divide by 4mins.

For instance, the initial pressure was 99.05 kpa and after a minute it was 99.03.
So would the rate be -.02 kPa/min?
Yes - do you need to worry about uncertainty? Best to take values farthest apart: it's change in pressure divided by change in time.
Measure changes in the units you need - so if you want kPa/min, measure pressure in kPa and time in mins ... if you need psi/decade, then...
 


huskyrunner5 said:
For instance, the initial pressure was 99.05 kpa and after a minute it was 99.03.
So would the rate be -.02 kPa/min?

Yes, that's the average rate of the pressure change for the first minute.
 

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