Abstract:
A continuous and precise measurement of growth rate, expressed in carbon biomass, was allowed from experiments in Closed Chambers Automated in Artificial Atmosphere (C2 3A System). Curves were generally better fitted by a function power like w =a (t-to)b, with b close to 3. Such a function is represented by a straight line in log-log scales, suggesting relationship with allometry properties.
A model of carbon investment is proposed, leading to explicit the formula:
w=a (t-to)b = n -n NARn k (t - to)n
with NAR=Net Assimilation Rate.
Allometry properties are represented by S=k n-1, the relation between the area S and , the capacity of storage of carbon assimilated by unit of S; =SLA LWR, with SLA=Specific Leaf Area and LWR=Leaf Weight Ratio.
The role of NAR is discussed, the formula suggesting the effect provoked by a difference of NAR (for instance between sun and shade plants) on growth curves.
Properties of such a formula are discussed and illustrated from experiments on wheat.
The systematic decrease of the relative growth rate, as l/t, imposed by the relationship of allometry does not fit with the concept of exponential growth.
The use of RGR, as a criterion of treatment effects on plant growth, are re-examined from the example of treatments giving a growth stimulation without any change of RGR.
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