1982
DOI: 10.1093/jxb/33.2.297
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Time, Temperature and Germination of Pearl Millet (Pennisetum typhoidesS. & H.)

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Cited by 122 publications
(54 citation statements)
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“…1/t 50 for 50% germination) generally increase linearly between the minimum or base temperature (T b ) and the optimum temperature (T o ), as in the degree-days or thermal time model, θ T (g) = (T -T b ) t g , where θ T (g) is the thermal time required from imbibition until radicle emergence of fraction or percentage g and T is the temperature at which the seeds are imbibed. The thermal time model has been applied extensively to describe seed germination timing in response to temperature (Bierhuizen and Wagenvoort, 1974;Garcia-Huidobro et al, 1982;Covell et al, 1986;Dahal et al, 1990;Alvarado and Bradford, 2002). Since all seeds in a population do not germinate simultaneously, germination rates of seed populations (rather than of specific percentages) can be analysed by transforming the cumulative germination percentages to probits and plotting versus a log time scale (Covell et al, 1986;Dahal et al, 1990).…”
Section: Germination and Respiration Responses To Temperature (Thermamentioning
confidence: 99%
“…1/t 50 for 50% germination) generally increase linearly between the minimum or base temperature (T b ) and the optimum temperature (T o ), as in the degree-days or thermal time model, θ T (g) = (T -T b ) t g , where θ T (g) is the thermal time required from imbibition until radicle emergence of fraction or percentage g and T is the temperature at which the seeds are imbibed. The thermal time model has been applied extensively to describe seed germination timing in response to temperature (Bierhuizen and Wagenvoort, 1974;Garcia-Huidobro et al, 1982;Covell et al, 1986;Dahal et al, 1990;Alvarado and Bradford, 2002). Since all seeds in a population do not germinate simultaneously, germination rates of seed populations (rather than of specific percentages) can be analysed by transforming the cumulative germination percentages to probits and plotting versus a log time scale (Covell et al, 1986;Dahal et al, 1990).…”
Section: Germination and Respiration Responses To Temperature (Thermamentioning
confidence: 99%
“…The modelling approach was based on concepts developed by Garcia-Huidobro et al (1982) and Gummerson (1986). They proposed that the rate of germination of each fraction (G) of the population is linearly related to suboptimal temperatures (T) and that the intercept on the temperature axis defines the base temperature (T b ) below which germination ceases.…”
Section: Models For Rate Of Germinationmentioning
confidence: 99%
“…In a similar study of the applicability of hydrothermal time to weed species (Kebreab & Murdoch, 1999), the problem of reduced germination outside optimum conditions was alleviated by the exposure of seeds of Orobanche aegyptiaca to a naturally present germination stimulant produced by the roots of the host plant. Gummerson (1986) and Garcia-Huidobro et al (1982) recommended plotting deciles to study the distribution of temperature and water potential bases within the whole seed population. Whereas the temperature bases are thought to be relatively constant (Dahal et al, 1990), water potential bases vary between seeds and are frequently quoted as a measure of the variation of germination rates within a population (Bradford, 1995).…”
Section: Implications Of Temperature Thresholdsmentioning
confidence: 99%
“…Where a linear relationship applies, it is possible by back extrapolation to estimate the threshold or base temperature (T b ) above which development can proceed. Also, the thermal time requirement for development (S, expressed in degree days above T b ) is a constant for values of T e between T b and T o (Garcia-Huidobro et al, 1982) and is given by the reciprocal of the slope of the regression.…”
Section: mentioning
confidence: 99%
“…However, most recent research has defined the response for the whole population, either by estimating T b , S etc. for each of a set of percentiles (Garcia-Huidobro et al, 1982 ;Marshall & Squire, 1996) or representing them by a frequency distribution (Washitani & Takenaka, 1984).…”
Section: mentioning
confidence: 99%