1997
DOI: 10.1006/anbo.1997.0387
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Modelling Asymmetrical Growth Curves that Rise and then Fall: Applications to Foliage Dynamics of Sugar Beet (Beta vulgarisL.)

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Cited by 73 publications
(42 citation statements)
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“…This standard bolt height was taken to be 5 cm, the previously defined minimum height (Smit 1983), and a functional approach was adopted to determine the time required for the elongating bolt to reach this height. To account for daily temperature fluctuation in the glasshouse, the accumulated thermal time above a threshold of 3°C was related to the sequentially measured bolt height (Werker and Jaggard 1997). With respect to the various growth functions, the expolinear growth equation H = (c/r)ln(1 + exp[r(h -h b )] (Goudriaan and Monteith 1990) was most appropriate for describing the relationship between bolt height and thermal time; where H is the bolt height, h is the accumulated thermal time after vernalization, r is the initial relative growth rate, c is the maximum absolute growth rate and h b is the accumulated thermal time at which the bolt passes from exponential to linear growth.…”
Section: Determining Time Taken To Boltmentioning
confidence: 99%
“…This standard bolt height was taken to be 5 cm, the previously defined minimum height (Smit 1983), and a functional approach was adopted to determine the time required for the elongating bolt to reach this height. To account for daily temperature fluctuation in the glasshouse, the accumulated thermal time above a threshold of 3°C was related to the sequentially measured bolt height (Werker and Jaggard 1997). With respect to the various growth functions, the expolinear growth equation H = (c/r)ln(1 + exp[r(h -h b )] (Goudriaan and Monteith 1990) was most appropriate for describing the relationship between bolt height and thermal time; where H is the bolt height, h is the accumulated thermal time after vernalization, r is the initial relative growth rate, c is the maximum absolute growth rate and h b is the accumulated thermal time at which the bolt passes from exponential to linear growth.…”
Section: Determining Time Taken To Boltmentioning
confidence: 99%
“…, 2005). The model used here describes canopy dynamics (Werker & Jaggard, 1997), growth (Werker & Jaggard, 1998) and partitioning (Werker et al. , 1998) and estimates sugar and dry matter yields to within 1 t ha −1 for irrigated and rain‐fed sugar beet experiments.…”
Section: Introductionmentioning
confidence: 99%
“…Biomass production (total dry matter) and sugar yield. The Broom's Barn sugar beet growth model simulates biomass (TDM) growth as the accumulated product of RUE and canopy‐intercepted radiation (Werker & Jaggard, 1997, 1998) and its partitioning to sugar (Werker et al. , 1998).…”
mentioning
confidence: 99%
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“…But the ability to uptake more nitrogen from the soil by its own, can't lead to the higher yields. Excessive nitrogen in plants causes extra vegetative and leaf growth (Giller, 2004) but may result in the lack of sugar accumulation in roots (Werker & Jaggard, 1997). to study that how much of the absorbance help the production, UTE and NUE were calculated, and the results are as follows.…”
Section: S Ugar Yield or White Sugar Yield Soil Mineral Nitrogen + mentioning
confidence: 99%