The Impact of Late Planting on the State Average Yield of Corn in Illinois

<h1 class="x_single-post-title x_entry-title" style="font-family: Calibri, Arial, Helvetica, sans-serif; color: rgb(48, 48, 48); box-sizing: border-box; margin: 0px 0px 10px; outline: 0px; font-size: 1.8em; line-height: 1.4; text-align: center;">The Impact of Late Planting on the State Average Yield of Corn in Illinois</h1><div style="margin: 0px; padding: 0px; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-family: &quot;Open Sans&quot;, sans-serif; vertical-align: baseline; color: rgb(48, 48, 48);"><br aria-hidden="true"></div><div style="margin: 0px; padding: 0px; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-family: &quot;Open Sans&quot;, sans-serif; vertical-align: baseline; color: rgb(48, 48, 48);">A recent&nbsp;<em style="box-sizing: border-box; margin: 0px; outline: 0px;">farmdoc daily</em>&nbsp;article (<a href="https://farmdocdaily.illinois.edu/2022/04/what-do-we-know-about-the-impact-of-late-planting-on-the-u-s-average-corn-yield.html" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="0" style="margin: 0px; padding: 0px; border: 0px; font: inherit; vertical-align: baseline; box-sizing: border-box; color: rgb(52, 152, 219); text-decoration-line: none;">April 28, 2022</a>) examined the impact of late planting on the U.S. average corn yield.&nbsp; The regression estimates indicated a 10 percent increase in late planting leads to about a 2 bushels per acre decrease in the U.S. average corn yield.&nbsp; The results showed that the impact of late planting is linear and rather modest, causing the national corn yield to deviate above or below trend by no more than three bushels in most years.&nbsp; This result is surprising when compared to the findings on planting date impacts from agronomic field trials, which show non-linear and large yield penalties for planting corn after mid-May<br aria-hidden="true"></div><div style="margin: 0px; padding: 0px; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-family: &quot;Open Sans&quot;, sans-serif; vertical-align: baseline; color: rgb(48, 48, 48);"><br aria-hidden="true"></div><div style="margin: 0px; padding: 0px; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-family: &quot;Open Sans&quot;, sans-serif; vertical-align: baseline; color: rgb(48, 48, 48);">Figure 1 shows the percentage of corn planted late in Illinois based on the previous definitions over 1980 through 2021.&nbsp; On average, late planting was 15.7 percent, with the bulk of the observations between about 5 and 20 percent.&nbsp; There are four years with exceptionally high levels of late planting: 1995, 2002, 2009, and 2019.&nbsp; The largest level of late planting in the sample is 74 percent in 2019.&nbsp;<br aria-hidden="true"></div><div style="margin: 0px; padding: 0px; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-family: &quot;Open Sans&quot;, sans-serif; vertical-align: baseline; color: rgb(48, 48, 48);"><br aria-hidden="true"></div><div style="margin: 0px; padding: 0px; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-family: &quot;Open Sans&quot;, sans-serif; vertical-align: baseline; color: rgb(48, 48, 48); text-align: center;"><img data-imagetype="AttachmentByCid" data-custom="AAMkADc2OTE0YzM2LTc2MGItNDEyYi1hMjQ3LTgzNmYxNTQ2ZTQ4MQBGAAAAAADHOXfZoJYDS4%2FQh13Qe7pSBwDrF%2FuvSkW8T5UkjXpdsS9lAAAAAAEMAADn7xzSCgaySa5hbhEcqapKAASoo0NYAAABEgAQAHRi9LAxiatFnZ0eNW1zCKs%3D" naturalheight="0" naturalwidth="0" 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