1980
DOI: 10.1086/337133
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The Analysis of Growth and Cell Production in Root Apices

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Cited by 65 publications
(39 citation statements)
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“…Cell division rate (d,) was calculated in each segment (i) by combining the records of SER and of local cell length in the continuity equation (Gandar, 1980;Silk, 1992):…”
Section: Calculations Of Cell Division Rate Cell Flux and Duration mentioning
confidence: 99%
See 1 more Smart Citation
“…Cell division rate (d,) was calculated in each segment (i) by combining the records of SER and of local cell length in the continuity equation (Gandar, 1980;Silk, 1992):…”
Section: Calculations Of Cell Division Rate Cell Flux and Duration mentioning
confidence: 99%
“…Spatial analysis of elongation and use of the continuity equation (Gandar, 1980;Silk, 1992) provided an adequate framework for analyzing both processes. In monocot leaves, cell division is accompanied by cell expansion, with both processes partly overlapping in time and space.…”
mentioning
confidence: 99%
“…the velocity of displacement from the tip of particles located at z (Erickson and Sax, 1956), In the limit as At + O, which is the instantaneous "growth demand" for biomass apical to a. Equation 2 may also be derived by integrating the local deposition rates for biomass (Silk and Erickson, 1979;Gandar, 1980) over distance (see "Appendix 2").…”
Section: Determination Of the Crowth-sustaining Suc Fluxmentioning
confidence: 99%
“…In the co-moving reference frame, the growth demand for the root apical to the point u may also be expressed as the integral of a11 rates of deposition of biomass apical to a, according to the continuity equation (Silk and Erickson, 1979;Gandar, 1980 also holdlj, and the growth demand for biomass apical to a will be…”
Section: Ymentioning
confidence: 99%
“…1), and the velocity of cell displacement from the leaf base at successive positions along the leaf. A relationship derived from the continuity equation (d = bP/bt + V bP/5x + P 6V/6x; 10,23,24) was used to determine the velocity of cell displacement at successive positions along the elongating leaf blade. In this application, cell supply (division rate) at any position (d) is equal to change in cell density (P) with change in time (t), plus displacement velocity (V) multiplied by change in cell density with change in distance from the leaf base (x), plus cell density multiplied by the change in displacement velocity with change in distance (WK Silk, personal communication).…”
Section: Plant Culturementioning
confidence: 99%