axial conductance
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2021 ◽  
Author(s):  
Elisha Hendel ◽  
Harel Bacher ◽  
Adi Oksenberg ◽  
Harkamal Walia ◽  
Nimrod Schwartz ◽  
...  

2020 ◽  
Author(s):  
Elisha Hendel ◽  
Harel Bacher ◽  
Adi Oksenberg ◽  
Harkamal Walia ◽  
Nimrod Schwartz ◽  
...  

ABSTRACTRoot axial conductance contributes to the rate of water uptake from the soil throughout the whole plant lifecycle. In a rainfed wheat agro-system, grain-filling is typically occurs during declining water availability (i.e. terminal drought). Therefore, preserving soil water moisture during grain filling could serve as a key adaptive trait. We hypothesized that lower wheat root axial conductance can promote higher yields under terminal drought. A segregating population derived from a cross between durum wheat and its direct progenitor wild emmer wheat was used to underpinning the genetic basis of seminal root architectural and functional traits. We detected 75 QTL associated with seminal roots morphological, anatomical and physiological traits, with several hotspots harboring co-localized QTL. We further validated the axial conductance and central metaxylem QTL using wild introgression lines. Field-based characterization of genotypes with contrasting axial conductance, suggested the contribution of low axial conductance as a mechanism for water conservation during grain filling and consequent increase in grain size and yield. Our findings underscore the potential of introducing wild alleles to reshape the wheat root system architecture for greater adaptability under changing climate.


2016 ◽  
Author(s):  
Félicien Meunier ◽  
Valentin Couvreur ◽  
Xavier Draye ◽  
Jan Vanderborght ◽  
Mathieu Javaux

Abstract. In 1978, Landsberg and Fowkes presented a solution of the water flow equation inside a root with uniform hydraulic properties. These properties are root radial conductivity and intrinsic axial conductance, which control, respectively, the radial water flow between the root surface and the axial flow in the xylem. From the solution for the xylem water potential, functions that describe the radial and axial flow along the root axis were derived. In this paper, novel solutions of the water flow equation were developed for roots whose hydraulic properties vary along their axis, which is generally the case for most plants. Six arrangements of radial conductivity and intrinsic axial conductance varying linearly or exponentially with distance from the root tip were analysed. These solutions were subsequently combined to construct root branches with complex hydraulic property profiles. They produced flow distributions different from those in uniform roots. We used the obtained functions for evaluating the impact of root maturation versus root growth on water uptake which revealed very contrasted strategies for water uptake. In this study we also looked for optimal root traits that maximize water uptake under a carbon cost constraint. Optimal traits were shown to be highly dependent on the root hydraulic properties. These solutions lead to plant-scale parameters for root water uptake used in ecohydrological models and open consequently new avenues to look for optimal genotype x environment x management interactions.


Author(s):  
P. Hannan ◽  
J. Pedersen
Keyword(s):  

1993 ◽  
Vol 115 (1) ◽  
pp. 37-41 ◽  
Author(s):  
Kurt O. Lund ◽  
Karl W. Baker

Equations are formulated for the two-dimensional, anisotropic conduction of heat in space radiator fins. The transverse temperature field is obtained by the integral method, and the axial field by numerical integration. A shape factor, defined for the heat-pipe interface boundary condition, simplifies the analysis and renders the results applicable to general heat-pipe/conduction-fin designs. The thermal results are summarized in terms of the fin efficiency, a fin length parameter, and a radiation/axial-conductance number. These relations, together with those for mass distribution between fins, heat pipes, and headers are used in formulating a radiator mass/heat-rate criterion function. Minimization of the criterion function results in asymptotic solutions for the optimum radiator geometry and conditions. The effect of physical properties on the optimum design is determined; in particular, performance is found to vary with fin conductivity to the 1/3 power for large conductivity values.


1982 ◽  
Vol 9 (5) ◽  
pp. 559 ◽  
Author(s):  
R Sands ◽  
EL Fiscus ◽  
CPP Reid

The hydraulic behaviour of root systems of loblolly pine seedlings conformed to the model of Fiscus (1975) and Dalton et al. (1975). The average hydraulic conductance per unit of root surface area was 1.4 × 10-6 cm s-1 bar-1. The hydraulic conductance of various parts of pine root systems was determined using root severing experiments. The average hydraulic conductance of brown (older suberized) roots was 7.55 × 10-7 cm s-1 bar-1, and that of white (newly regenerated unsuberized) roots was 1.95 x 10-6 cm s-1 bar-1. Hydraulic conductance was independent of the amount of mycorrhizal infection. The mean maximum exudation rate from detopped seedlings at zero hydrostatic pressure difference was 1.31 × 10-7 cm s-1. Axial conductance of nutrient solution by roots of bean plants and loblolly pine seedlings was measured at 25°C. Bean vessels and pine tracheids conducted at 0.4 and 0.55 times idealized Poiseuille conductance. Bean roots with differentiated vessels had 8 times more axial conductance per unit area of stele than pine roots, and 6.5 times more axial conductance than bean roots with undifferentiated vessels. Change in axial conductance of bean roots with temperature was completely explained by change in viscosity of the solution. Axial resistance was negligible in the experiments where the hydraulic conductance of whole root systems was measured.


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