Do we divide by the wet or the dry ?

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SUMMARY

The discussion centers on the calibration of moisture sensors used in sand bins at readymix plants, specifically the calculation of moisture content. The established formula for calculating moisture percentage is %moisture = (weight of the wet - weight of the dry) / weight of the dry, which divides by the dry weight. The original poster questions this method, arguing that it should instead divide by the wet weight to reflect the moisture content accurately. The confusion arises from the terminology and the application of percentages in this context.

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hashmos
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Do we divide by the wet or the dry ?!

Hi Guys,

I am not sure if this is the right fourm to post my question in, but I hope it is.

When I first went to calibrate a moisture sensor used in Sand Bins in A readymix plant, I used an equation I cannot that I don't feel is correct, yet all the world uses it.

It states that to calucalte the moisture in the labrotory, you have to take a sample of wet sand, weight it, then dry it and weigh the dry sand.

Afterwards, we take the difference of both weights. which gives us the weigh of the moisture in the wet sand sample. Now, and wherever I look for, I find that the division is over the dry weight, not the wet, then ofcourse you multiply it by a hundred to get the precent of moisture.

I cannot see why we divide by the dry and not the wet. It's driving me crazy. Let's say I have a basket of fruit, 3 apples and 3 oranges. When I want to know the percentage of apples, I divide 3 by the total number of fruits, which is 6. In the sand moisture application, and according to the fruit example, we should divide by the wet not the dry, since the mixture of both is the wait of the wet, and I want to know the percentage of the moisture in the wet.


The equations is %moisture = ( weight of the wet - weight of the dry ) / weight of the dry.

Waiting for your clarifications.

Thanks.
 
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This way 100% moisture is a quantity that could actually happen. I agree that calling it percentage is not very good, but this also happens with 100% inclines that are actually 45 degrees and not 90 degrees.
 


Makes sense, and yes the terms were not chosen carefully. It is confusing.
 

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