Adjusting Crop Yield to a Standard Moisture Content^{1}
Introduction
Reporting crop yield at a standardized moisture content is important for proper grain storage, standardization across buying points (buyers want to purchase grain, not water), and the comparison of results across research trials. Manuscripts and papers often report yield at a standardized moisture content, but do not describe the calculation used in the methods section because it is believed to be a trivial calculation (e.g., Halvorson et al. 2011; Jani et al. 2020; Lamb et al. 2004; Mulvaney et al. 2019; Mulvaney et al. 2014). It is also common to report yield without stating if yield was standardized for moisture content (e.g., Halevy et al. 1987; Killorn and Moore 2007; Mulvaney et al. 2017; Thomason et al. 2018).
Grain moisture is simply the weight of the water divided by the wet grain weight (Kraszewski et al. 1998). Since there are different ways to report moisture (as a decimal or as a percentage), and because the calculation seems intuitive, there is some confusion among agricultural professionals about how to adjust yield to a standardized moisture content. This publication aims to clarify the concept and the math.
The Common Mistake
Adjusting yield for a given moisture content seems, at first glance, to be an easy and intuitive calculation. After all, if we know the moisture content and weight, we should be able to simply subtract out the weight of the water to find dry mass, and then add in the standardized moisture content. For example, suppose you harvested 10,000 lb corn/ac at a grain moisture content of 20% (10,000 x 0.2 = 2,000 lb water/ac). It would make sense to subtract that amount of water from the yield to get dry matter (10,000 lb/ac – 2,000 lb/ac = 8,000 lb/ac dry matter), and then multiply by the standardized moisture content (for corn, that is 15.5%) to find the amount of water that should be in the crop (8,000 lb/ac x 0.155 = 1,240 lb water/ac). Add that to your dry matter yield, and that would seem to be the yield at standardized moisture content (8,000 lb dry matter/ac + 1,240 lb water/ac = 9,240 lb corn/ac at 15.5% moisture content). The apparent simplicity of this reasoning has led many to report incorrect crop yields inadvertently.
The Correct Reasoning
The confusion stems from thinking about the amount of moisture instead of the amount of dry matter per acre. That is, instead of multiplying by a standard moisture content, one must divide by the standard dry matter content (Lauer 2002; Pask et al. 2012). In our example above, 8,000 lb dry matter/ac was incorrectly multiplied by the standard moisture content (0.155) to find the amount of moisture we needed to add back to the yield. Instead, we need to divide by the dry matter content as shown in the calculations below.

In this example, the standard dry matter content is 1 – 0.155 = 0.845 (or 84.5% dry matter).

Now if we take 8,000 lb dry matter/ac and divide by the standard dry matter content (8,000/0.845), we get 9,467 lb corn/ac at 15.5% moisture content.
One will note that the two methods differ by 227 lb/ac, or 4 bu/ac, or 2.4% in this example.
The Simple Math
The formula looks different depending on how moisture content is presented. That is, moisture content could be reported as a percentage (e.g., 20%) or as a decimal (e.g., 0.20). Even though these are the same number, this difference creates considerable confusion regarding how to apply the equation, even among experienced professionals.
To forego the math and use a spreadsheet that will automatically calculate yield at a standard moisture content, click here, use the QR code below, or copy and paste this link: https://wfrec.ifas.ufl.edu/media/wfrecifasufledu/docs/doc/YieldMoistureAdjustment.xlsx.
Using Decimal Form
The easiest formula uses the decimal form of moisture content (i.e., 0.20). In this case, the formula to determine yield at a standard moisture content is shown in Equation 1.
Continuing with the example above for shelled corn:
Given:
Harvest yield = 10,000 lb/ac
Harvest moisture = 0.20
Standard moisture = 0.155
Then:
Using Equation 1,
Using Percent Form
The only difference here is that we must convert the percent moisture into a decimal. The formula, in essence, remains the same. In this case, the equation becomes:
Given:
Harvest yield = 10,000 lb/ac
Harvest moisture = 20%
Standard moisture = 15.5%
Then:
Using Equation 2,
Standard Moisture Content and Bushel Weights
It is often useful to report yield in terms of bushels/ac. Since a bushel is a volume, not a weight, the weight per bushel varies by commodity. Standard moisture (%) and US bushel weights (in lb) for common crop commodities are shown in Table 1.
Conclusion
Do not rely on intuition when adjusting yield to a standard moisture content. Be conscientious about the differences between expressing moisture content as a decimal vs. a percentage. Although the calculation is simple, it continues to confuse laypeople and professionals alike. For a simple spreadsheet to calculate yield at a given moisture content, click here, follow the QR code provided above, or copy and paste this address: https://wfrec.ifas.ufl.edu/media/wfrecifasufledu/docs/doc/YieldMoistureAdjustment.xlsx.
References
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