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Estimating Yields
Formulas for Estimating Wheat Yields
- Bushels = (Heads) x (spikelets) x (2.3) (divided by row space) (per foot) (per head) (in inches) x 0.48 per acre
- Bushels per acre of hard red spring wheat = kernels per head x heads in 3 ft x 0.0319
- Bushels per acre of durum = kernels per head x heads in 3 ft x 0.0377
- Bushels per acre of barley = kernels per head x heads in 3 ft x 0.0389
Formulas 2, 3, and 4 are for 7” row spacing and three foot of row (For 6” spacing, multiply final answers above by factor of 1.17)
Examples above are based on three foot row sample.
Estimating Soybean Yields Prior to Harvest Yield estimates made prior to maturity can be done by counting yield components rather than weighing using the following procedure, from
Edward Oplinger, extension agronomist, University of Wisconsin-Madison.
- Count the number of pod-bearing plants in 1/1,000 acre. (For 7-inch rows count plants in 75 ft of row, 15-inch rows count 35 ft and 30-inch count 17.5 ft of row.)
- Determine pods/plant by counting number of pods (containing one or more seeds) from 10 plants selected at random. Divide total pod number by 10 to get pods/plant.
- Calculate the estimated yield using the formula: (# plants) x (pods per plant) ÷ 60 = bu/acre.
Example: If the number of pod-bearing plants in 1/1,000 acre was 120 and the average number of pods per plant was 25, the estimated yield would be: 120 x 25 ÷ 60 = 50 bu/acre.
Repeating steps in several places in the field will improve the accuracy of the yield estimate.
If the number of beans/pod and/or the number of beans/pound are known or are measured, then instead of step 3 use this formula:
(# plants) x (pods per plant) x (beans per pod) ÷ (# beans per lb) x (.06) = bu/acre.
Example: If the number of pod-bearing plants in 1/1,000 acre was 120, the number of pods per plant was 25, the beans/pod was 2.5 and there were 2,200 seeds/lb, the estimated yield would
be (120 x 25 x 2.5) ÷ (2,200 x .06) = 56.81 bu/acre.
Estimating Corn Yield There are several techniques for estimating corn grain yield prior to harvest. This version was developed by the Ag. Engineering Department at the University
of Illinois and is the one most commonly used. A numerical constant for kernel weight is figured into the equation in order to calculate grain yield. Since weight per kernel will vary depending on hybrid and
environment, the yield equation should only be used to estimate relative grain yield. For example, yield will be overestimated in a year with poor grain fill conditions, while it will be underestimated in a year
with good grain fill conditions.
Step 1. Count the number of harvestable ears per 1/1000th acre. (See table below).
Step 2. Count the number of kernel rows per ear on every fifth ear. Calculate the average.
Step 3. Count the number of kernels per row on each of the same ears, but do not count kernels on either the butt or tip that are less than half size. Calculate the average.
Yield (bushels per acre) equals:
(ear #) X (avg. row #) X (kernel #) 90
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