Temperature Dependence of Vegetative Growth and Dark Respiration: A Mathematical Model
Author(s) -
Martin P.N. Gent,
H.Z. Enoch
Publication year - 1983
Publication title -
plant physiology
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 3.554
H-Index - 312
eISSN - 1532-2548
pISSN - 0032-0889
DOI - 10.1104/pp.71.3.562
Subject(s) - respiration , growth rate , photosynthesis , economic shortage , carbohydrate , growth model , vegetative reproduction , biology , respiration rate , botany , horticulture , zoology , biochemistry , mathematics , linguistics , philosophy , geometry , mathematical economics , government (linguistics)
A mathematical model of the processes involved in carbon metabolism is described that predicts the influence of temperature on the growth of plants. The model assumes that the rate of production of dry matter depends both on the temperature and the level of nonstructural carbohydrate. The level of nonstructural carbohydrate is determined by the rates of photosynthesis, growth, and maintenance respiration. The model describes the rate of growth and dark respiration, and the levels of carbohydrate seen in vegetative growth of carnation and tomato. The model suggests that the growth of plants at low temperatures is limited by a shortage of respiratory energy, whereas at high temperatures growth is limited by the shortage of carbohydrate. Thermoperiodism, wherein a warm day and cool night results in faster growth than does constant temperature, is explained by the model as an increase in the level of nonstructural carbohydrate which promotes the rate of growth relative to the rate of maintenance respiration.
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