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2022
DOI: 10.1002/agj2.21083
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Effects of seeding date on grain and biomass yield of intermediate wheatgrass

Abstract: Intermediate wheatgrass (Thinopyrum intermedium) (IWG) is a perennial grass being domesticated for grain production with potential to provide economic return and ecosystem services across a broad geographic range in North America, yet optimum seeding dates for grain and biomass yield are unknown. Our objective was to determine the effect of late‐summer, fall, and spring seeding dates on grain and biomass yield of a grain‐type IWG population. Trials were conducted at St. Paul and Roseau, MN, Kalispell, MT, and … Show more

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Cited by 9 publications
(14 citation statements)
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“…The estimation of the cold requirements consisted of two steps: the vernalizing value of a given day was first computed [ VV ( i )], and then the slow‐down factor [ SFV ( i )] was calculated as the ratio of completion of the total vernalization requirements: VV(i)=max1][TvernTmean(i)Amplivern2, 0, ${VV}(i)=\max \left(1-{\left[\frac{{T}_{\text{vern}}-{T}_{\text{mean}}(i)}{{{Ampli}}_{\text{vern}}}\right]}^{2},\unicode{x02007}0\right),$ leftSFV(i)=j=Demer or DharviVV(j)VVminVVreqVVmin,SFV(i)=max{min[italicSFV(i),1],0}, $\left\{\begin{array}{c}{SFV}(i)=\frac{\left[{\sum }_{j={D}_{\text{emer}}\unicode{x02007}\mathrm{or}\unicode{x02007}{D}_{{\rm{h}}\text{arv}}}^{i}VV(j)\right]-V{V}_{\min }}{V{V}_{\text{req}}-V{V}_{\min }},\\ {SFV}(i)=\max \{\min [{SFV}(i),1],0\},\end{array}\right.$where VV ( i ) is the vernalization unit on day i , T vern is the temperature to reach an optimal vernalization value, T mean is the mean temperature on day i , and Ampli vern is the temperature range with vernalizing effects. In this study, we used the best estimates calculated by Duchene et al (2021) and also used by Jungers et al (2022): T vern = 4.5 and Ampli vern = 7.4. The accumulation of vernalization units was calculated by summing VV i from the day of emergence to the first grain harvest and between this one and the second grain harvest (Table 1).…”
Section: Methodsmentioning
confidence: 99%
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“…The estimation of the cold requirements consisted of two steps: the vernalizing value of a given day was first computed [ VV ( i )], and then the slow‐down factor [ SFV ( i )] was calculated as the ratio of completion of the total vernalization requirements: VV(i)=max1][TvernTmean(i)Amplivern2, 0, ${VV}(i)=\max \left(1-{\left[\frac{{T}_{\text{vern}}-{T}_{\text{mean}}(i)}{{{Ampli}}_{\text{vern}}}\right]}^{2},\unicode{x02007}0\right),$ leftSFV(i)=j=Demer or DharviVV(j)VVminVVreqVVmin,SFV(i)=max{min[italicSFV(i),1],0}, $\left\{\begin{array}{c}{SFV}(i)=\frac{\left[{\sum }_{j={D}_{\text{emer}}\unicode{x02007}\mathrm{or}\unicode{x02007}{D}_{{\rm{h}}\text{arv}}}^{i}VV(j)\right]-V{V}_{\min }}{V{V}_{\text{req}}-V{V}_{\min }},\\ {SFV}(i)=\max \{\min [{SFV}(i),1],0\},\end{array}\right.$where VV ( i ) is the vernalization unit on day i , T vern is the temperature to reach an optimal vernalization value, T mean is the mean temperature on day i , and Ampli vern is the temperature range with vernalizing effects. In this study, we used the best estimates calculated by Duchene et al (2021) and also used by Jungers et al (2022): T vern = 4.5 and Ampli vern = 7.4. The accumulation of vernalization units was calculated by summing VV i from the day of emergence to the first grain harvest and between this one and the second grain harvest (Table 1).…”
Section: Methodsmentioning
confidence: 99%
“…Low‐latitude regions may not accumulate enough days of cold temperature to meet those requirements to initiate flowering, resulting in lower grain yields. The vernalization requirements of Kernza may not only be a constraint to its agronomic adaptation to low‐latitude regions but are also being studied in high‐latitude regions of the world with cold winters due to their negative impact on 1st‐year grain yields (Cattani & Asselin, 2022; Jungers et al, 2022). Although the expansion of a perennial crop such as Kernza would be advantageous for every region, breeding advances have only taken place in cold areas of North America.…”
Section: Introductionmentioning
confidence: 99%
“…In general, planting IWG and the legumes together in the spring was no better than planting in the fall. Although it is widely known that IWG does not produce grain in the summer of the establishment year when it is planted in the spring due to lack of vernalization induction (Duchene et al, 2021;Olugbenle et al, 2021;Jungers et al, 2022;Locatelli et al, 2022), we hypothesized that some advantages could be manifested in the first grain production year. However, growing IWG for a longer establishment period (i.e., with more ), for the control IWG monoculture (i.e., without N fertilization or weed removal), and four IWG intercrops with legumes (Berseem clover, Kura clover, red clover, alfalfa) sown at two planting seasons (spring, fall), at Arlington, Wisconsin, USA.…”
Section: Iwg Management Practicesmentioning
confidence: 99%
“…Additionally, effective stand establishment is critical for IWG's long-term productivity, and in intercropping systems, it can be influenced by both the planting date and the row spacing. For IWG monocultures of the USA Midwest, late summer and early fall typically achieve successful establishment of Kernza grain production systems (Jungers et al, 2022). Intermediate wheatgrass requires a two-stage induction period with vernalization for flowering (Duchene et al, 2021;Locatelli et al, 2022), thus spring seedings will not produce grain during the first year (Olugbenle et al, 2021;Jungers et al, 2022).…”
Section: Introductionmentioning
confidence: 99%
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