1999
DOI: 10.1002/(sici)1096-9063(199912)55:12<1210::aid-ps76>3.3.co;2-y
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Ground deposit of pesticides in relation to the cereal canopy density

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Cited by 7 publications
(10 citation statements)
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“…Interception by the two crops is similar for the growth stages up to around GS 40. For the later growth stages, the data by Jensen and Spliid (2003) and by Gyldenkaerne (1999) suggest that there is less interception by barley than by wheat. It is not clear if this difference is due to the plant properties (such as leaf angle and leaf surface) or due to differences between the crop stands, such as planting density.…”
Section: Figure 4 Comparison Between Interception Calculated From Plmentioning
confidence: 96%
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“…Interception by the two crops is similar for the growth stages up to around GS 40. For the later growth stages, the data by Jensen and Spliid (2003) and by Gyldenkaerne (1999) suggest that there is less interception by barley than by wheat. It is not clear if this difference is due to the plant properties (such as leaf angle and leaf surface) or due to differences between the crop stands, such as planting density.…”
Section: Figure 4 Comparison Between Interception Calculated From Plmentioning
confidence: 96%
“…Figure 6 shows the interception values from those authors who included both barley and wheat crops in their study. The wheat that did not receive any N-fertilizer in the study by Gyldenkaerne (1999) was not included in this figure. Interception by the two crops is similar for the growth stages up to around GS 40.…”
Section: Figure 4 Comparison Between Interception Calculated From Plmentioning
confidence: 99%
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“…A model by Bache & Uk (1975) and Bache (1979Bache ( , 1985 is useful for discerning the way in which the vertical distribution pattern is likely to be influenced by droplet size, wind-speed and foliage area. A study by Gyldenkaerne et al (1999) modelled the ground deposit of pesticides in relation to cereal canopy and density. This study found that soil deposition, or pesticide capture by the canopy, may be calculated from a simple exponential expression including a pesticide coefficient and leaf area index.…”
Section: Introductionmentioning
confidence: 99%
“…However, one study that could support rule number three was found. It was a study on cereals by Gyldenkaerne et al (1999). Here the relationship between leaf area index (LAI) and soil deposit was examined by the following equation: Ps = Pa exp(k LAI), where k is the pesticide capture coefficient, Ps the soil deposition and Pa the application rate.…”
mentioning
confidence: 99%