2011
DOI: 10.1007/978-94-007-1242-3_12
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Comparative Criteria for Models of the Vascular Transport Systems of Tall Trees

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Cited by 24 publications
(28 citation statements)
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“…We used a scaling relation of r p α x 0.25 , i.e., the same as for the xylem. This is an intermediate scaling between the scaling exponent of 0.15 reported by Mencuccini et al (2011), and 1/3 reported by Jensen et al (2011). As distance to leaf apex is scaled from stem diameter, xylem and phloem conduit radius and conductance thus scale with stem/branch diameter, as has been found to be the case for xylem conduits (e.g., Zimmermann, 1983; Olson and Rosell, 2013).…”
Section: Methodssupporting
confidence: 49%
“…We used a scaling relation of r p α x 0.25 , i.e., the same as for the xylem. This is an intermediate scaling between the scaling exponent of 0.15 reported by Mencuccini et al (2011), and 1/3 reported by Jensen et al (2011). As distance to leaf apex is scaled from stem diameter, xylem and phloem conduit radius and conductance thus scale with stem/branch diameter, as has been found to be the case for xylem conduits (e.g., Zimmermann, 1983; Olson and Rosell, 2013).…”
Section: Methodssupporting
confidence: 49%
“…4). Globally, D increases with moisture supply in many contexts (Schulze et al 1998, Miller et al 2001, Turner et al 2008, Diefendorf et al 2010, Kohn 2010, Prentice et al 2010, Mencuccini et al 2011) and decreases with tree height locally (Koch et al 2004, Burgess and Dawson 2007, McDowell et al 2011. Our data suggest that, when relative moisture supply and tree height co-vary along a gradient, the effects of the former on maximum tree height will dominate.…”
Section: Discussionmentioning
confidence: 70%
“…Why does maximum tree height on the Victoria transect track P/E p much more closely than does D? Traditional views of hydraulic limitation include (1) declines in leaf area-specific hydraulic conductance with increasing tree height; (2) declines in w leaf with tree height due to decreased whole-plant hydraulic conductance and increased gravitational potential; and (3) resulting decreases in average stomatal conductance (Ryan and Yoder 1997, Koch et al 2004, Ryan et al 2006, Hinckley et al 2011, Mencuccini et al 2011. Factors that might contribute to a tighter relationship of maximum tree height to P/E p than expected based on hydraulic limitation (and thus D) alone might include (4) increased allocation to leaves vs. roots or stems at a given height with increasing P/E p , or conditions correlated with higher P/E p (e.g., greater soil silt or nitrate content); (5) higher photosynthetic rates per unit leaf mass at higher P/E p or under conditions correlated therewith, independent of the degree of stomatal limitation; (6) higher leaf area-specific conductance at higher P/E p in trees of a given height, reflecting differences in wood density and xylem diameter and length (Thomas 1996b, Thomas and Bazzaz 1999, Zach et al 2010, Fan et al 2012, Gleason et al 2012; (7) variation across species in the rate at which mesophyll photosynthetic capacity declines with decreasing w leaf (Givnish 1986, Tezara et al 2003, Lawlor and Tezara 2009); (8) variation across sites in which the rate at which evaporation from sunlit leaves increases with relative height at the top of the canopy; and (9) greater uncertainties in measuring average D than average height.…”
Section: Discussionmentioning
confidence: 99%
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“…Crown architecture also represents the hydraulic pathway Ishii et al 2008) through which water travels to reach transpiring leaves and optimization of water transport is important for maintaining hydraulic functional status, especially in large trees (Mencuccini 2003;Buckley and Roberts 2005;Mencuccini et al 2011). The crown architecture of young trees is hierarchic such that architectural units are sequentially connected in order of decreasing size from the main stem to primary branches to small twigs.…”
Section: How Morphological Changes Might Compensate For Constraints Amentioning
confidence: 99%