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Structure and Development |
Department of Biology, Villanova University, Villanova, Pennsylvania 19085 USA
Received for publication October 9, 2001. Accepted for publication July 12, 2002.
| ABSTRACT |
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Key Words: anatomy biomechanics chaparral Heteromeles morphology Prunus
| INTRODUCTION |
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One aspect that is often mentioned and subsequently neglected when discussing sclerophylly is that xeric/sclerophyllous leaves are strongly correlated with tolerance to dehydration. Evergreen chaparral shrubs such as those found in the genus Ceanothus when fully hydrated exhibit water potentials (1.5 to 2.5 MPa at midday) that would be lethal to most mesophytes (Larcher, 1995
). For example, Heteromeles arbutifolia leaves average below 3.0 MPa near the end of the drought season (Davis and Mooney, 1986a
, b
) and can be artificially dried to below 5.0 MPa without apparent damage. Indeed, some species of Ceanothus exhibit water potentials below 10 MPa in the fall dry season with no apparent ill effect to the leaves or stems (Schlesinger et al., 1982
; Davis, Kolb, and Barton, 1998
).
Despite the generally accepted observations that sclerophyll/xeric leaves are tougher/stiffer than mesophytic leaves and that sclerophyllous leaves are most common in habitats where moisture is seasonally limiting, there have been few studies that actually attempt to quantify how "tough" sclerophylls really are or to illustrate why they are stronger/stiffer. Maximov (1929)
was probably the first to point out that xerophytic leaves can lose 3040% of their water content before wilting, while a loss of only 12% causes wilting in delicate shade plants. He attributed this discrepancy to differences in the physical properties of the cell walls of leaf cells. Working with a variety of species, Turner and associates (Choong et al., 1992
; Turner et al., 1993
) concluded that the fracture "toughness" (actually the energy of fracture) values of sclerophyllous species are higher than for "softer" leaves collected from tropical rain forests. Recently, Edwards, Read, and Sanson (2000)
, using similar techniques on Australian heath species, attempted to define sclerophylly purely by toughness and strength. Vincent (1982
, 1991)
and Greenberg et al. (1989)
have conducted whole-leaf biomechanical studies on several grasses, but any extrapolations to deciduous or evergreen dicotyledonous leaves must be made with caution due to differing vein architectures, as grass venation is parallel, while the latter often exhibit complex and reticulate venation. Vogel (1989)
and Niklas (1992
, 1996)
have worked extensively on the biomechanical parameters of monocotyledonous and dicotyledonous leaves but as of this date have not looked at sclerophyllous leaves.
In this study we report on the biomechanical properties and leaf anatomy of the leaves of the mesophyte deciduous tree Prunus serrulata and compare them to the leaves of the evergreen sclerophyllous chaparral shrub Heteromeles arbutifolia. We chose Prunus and Heteromeles because both species have oblong/lanceolate leaves with pinnate venation and are roughly the same length and width. In addition, both species are in the family Rosaceae and thus presumably share genetic traits relating to their gross morphology and anatomy without being so similar that a comparison would not yield useful data. We elucidate biomechanical properties in detail and test the hypothesis that leaf biomechanical properties are related to the structural organization of the various leaf tissues. Further, we discuss the importance of biomechanical properties for leaves that exhibit dehydration tolerance and how morphology and anatomy necessarily correlates with mechanical behavior.
| MATERIALS AND METHODS |
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Leaf morphological measurements
Lamina length, width, and thickness were measured using a Fowler ProMax digital caliper (Newton, Massachusetts, USA). Laminar surface area (one sided) was calculated by making leaf rubbings onto graph paper and adding up the area inside the generated image. Dry mass/fresh mass ratios were determined as follows: terminal shoots were excised from healthy plants by cutting while immersed in water. Shoot sections were then transferred to a beaker of water and covered with a polyethylene bag till fully hydrated (sample lamina measured <0.1 MPa using a Precision Science Instruments ([Corvallis, Oregon, USA] plant pressure chamber). Laminas were excised and immediately weighed on an analytical scale to obtain fresh masses and numbered 125. Samples were then placed in a 75°C oven for 72 h and reweighed to obtain the dry masses.
Leaf mechanical properties
Leaf thickness and maximum leaf width were measured to the nearest 0.01 mm using a Fowler ProMax digital caliper. Whole leaves were introduced into pneumatic grips with hard rubber faces on an MTS Bionix 100 mechanical testing system (MTS Systems Corporation, New Prarie, Minnesota, USA). Grips were placed with a starting interval of 10 mm separation. Leaves were positioned such that their long axis (midrib) was parallel to the load applied and their maximum width was within the gap between the grips. Leaves were stretched at a rate of 20 mm/min. Force and displacement were recorded continuously using the MTS Testworks 4 software package and subsequently normalized to stress (
= force per cross-sectional area at t = 0), measured in megapascals (MPa), and strain (
= increment in length divided by the initial length). Samples were stretched to the break point and failure load (FL, the total force necessary to achieve catastrophic failure), failure strain (
f), and tensile strength (
m, the maximum stress sustained prior to failure) were determined. The tensometer was set to a test termination sensitivity of 99.5%, thus automatically ending a test when a drop to
m = 0.5% was detected. The decision to use 0.5% as a cutoff was made because in some cases support tissues in the leaves did not fail at
m and continued to elongate at very low stresses. The modulus of elasticity (E), a measure of material stiffness, was automatically calculated from the slope of the linear portion of the stress-strain curve. The total area under the stress-strain curve is the energy (W) required to break a unit volume of material, expressed in joules per cubic meters, and is a measure of toughness (Gordon, 1978
).
Niklas (1992)
has noted that the standard clamping of tissues under uniaxial tension can yield misleadingly high values of E because the deformation of distal structures is prevented or restricted. He suggests that the length of samples be at least 10 times their width to avoid such problems of end-wall effects. This was not possible or desirable in our study. We were interested in the comparative mechanical properties of whole leaves rather than single tissue types. Because of the irregular and species-specific architecture of the test samples, it was not prudent to allow a long effective sample length (= initial distance between clamps). Longer effective specimen lengths for whole leaves generate at least two problems: uncertainty of appropriate sample width measurement (and hence of calculated stress) due to terminal tapering, and tendencies toward specimen slippage due to inadequate leaf surface area (and hence friction) within the clamps. Further, in the case of the leaves tested, length-to-width ratios would not have permitted the recommended 10 : 1 aspect ratio under any circumstances. This could only be achieved by trimming the specimens down to a uniform width. As we were measuring properties of the entire organ we considered this unacceptable as such properties may well be altered by the disruption of the leaf's intact edge and/or removal of one or more support elements. This is especially crucial as our comparisons were interspecific and similar trimming of leaves may have affected each leaf type differently. We accept that our measurement of elastic modulus may be artificially high but maintain that our test conditions allow for the appropriate relative comparison of mechanical properties between sample leaf populations.
Pressure volume curves
Leaf tissue water relations were determined for both species using a PMS model 1003 plant pressure chamber (PMS Instrument, Corvallis, Oregon, USA) and following the protocol established by Davis and Mooney (1986b)
.
Scanning electron microscopy
All leaves for scanning electron microscopy (SEM) were sliced into quarter pieces and fixed in a solution of 5% glutaraldehyde in 50 mmol/L potassium phosphate buffer (pH 7.0) for 24 h at 4°C. The pieces were then washed in 50 mmol/L Na-cacodylate buffer (pH 7.0) followed by postfixation in 1% OsO4 in 50 mmol/L Na-cacodylate buffer (pH 7.0) for 12 h at room temperature. After washing once in 50 mmol/L Na-cacodylate buffer (pH 7.0) the pieces were dehydrated in an acetone series. Pieces were then fractured under liquid nitrogen perpendicular to the midrib using new razor blades revealing sample fractures in cross sections. Pieces were then critically point dried (Polaron Jumbo Critical Point model E3100, London, UK) and gold sputter coated (Polaron SC7640). Fractured samples were viewed and photographed using an Hitachi S-570 SEM (Tokyo, Japan).
Light microscopy
All leaves for light microscopy were sliced with a new razor blade into 13 mm2 samples from the middle of the lamina and immediately fixed in a solution of 5% glutaraldehyde in 50 mmol/L potassium phosphate buffer (pH 7.0) for 12 h at 4°C. Samples were then washed in 50 mmol/L Na-cacodylate buffer (pH 7.0) followed by postfixation in 1% OsO4 in 50 mmol/L Na-cacodylate buffer (pH 7.0) for 2 h at room temperature. After washing once in 50 mmol/L Na-cacodylate buffer (pH 7.0) samples were then subjected to a dehydration series of acetone followed by infiltration in Spurr's (1969)
resin. Polymerization occurred at 60°C over 48 h. Sections were cut using a LKB Bromma 2088 Ultrotome V thermal advance ultramicrotome (kindly on loan from Michael Wisniewski, USDA Appalachian Fruit Research Station, Kearneysville, West Virginia, USA). Sections were placed on glass slides and stained with a solution of 1% crystal violet followed by a solution of 1% safranin O. Photographs were obtained using an Olympus SC35 SLR 35 mm camera mounted to an Olympus BX60 microscope with UplanApo color-corrected objective lenses. Cuticle thickness was measured from photomicrographs in cross section and corrected for enlargement. Five leaf cross sections were measured per species.
| RESULTS |
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m) was almost four-fold higher. The toughness (W) and modulus of elasticity (E) values were approximately five-fold higher in H. arbutifolia, which also had 25% higher values for the failure strain (
f).
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Pressure volume curves
Pressure volume curves revealed significant differences (P < 0.05) in the turgor loss point (tlp), osmotic potential (
), and bulk modulus of elasticity (
v) between the two species. Heteromeles arbutifolia exhibited higher values for all parameters derived from the curves (Table 3). Typically, leaves of H. arbutifolia would remain rigid well below the turgor loss point to approximately 50% relative water content, below which they would show structural damage from the force exerted by the pressure chamber and no further measurements could be obtained. In contrast, the leaves of P. serrulata became flaccid even before reaching the turgor loss point and typically were damaged by the pressure chamber before reaching 75% relative water content (data not shown).
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| DISCUSSION |
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Tensile strength experiments on whole leaves can be evaluated with respect to the absolute values obtained as well as to the interaction of various components by analysis of the resultant stress-strain curves. Although the sclerophyllous leaves of H. arbutifolia were roughly 2.5-fold thicker and had a 35% higher dry mass/fresh mass ratio (Table 1), with the exception of the failure strain (for which there was a 25% difference), the sclerophyllous leaves had biomechanical values that were four- to six-fold higher than the mesophyte leaves (Table 2). This suggests that more than just leaf morphology may be involved in the determination of structural integrity. Leaves of H. arbutifolia are tougher and stiffer, but also have a higher failure strain (hence they are more stretchy) than the leaves of P. serrulata. These results may suggest one reason why leaves of sclerophylls are more tolerant of dehydration than their more mesic counterparts and why they do not wilt nor are they visibly damaged even when severely water stressed.
Analysis of the stress-strain curves of individual leaf pulls reveal qualitative differences between the leaves of the two species studied, particularly the descending curve following catastrophic failure of the lamina. In P. serrulata, these curves are typically ragged with several smaller descending peaks corresponding to snags of stiffer and stronger material that first resist then ultimately fail (Fig. 1). Observation during experimentation reveals these "holdout" structures to be the primary and secondary vascular bundles. In contrast, descending curves for H. arbutifolia were linear and smooth, suggesting a more isotropic material that snaps rather than tears (Fig. 1). It was the difference in the stress-strain curves of these species that prompted the examination of the leaf internal anatomy.
Examination of the leaf architecture of both species revealed significant differences in mesophyll cell size, shape, and positions within the lamina. Mesophyll cells of P. serrulata were much smaller and both palisade and spongy layers appeared loosely packed when compared to H. arbutifolia (Figs. 2, 3). In P. serrulata, the spongy mesophyll cells were isodiametric in shape and in both SEM (Fig. 2) and light microscopy sections (Fig. 4) showed only small regions of adjacent cells that were in direct physical contact. Conversely, cross sections (Fig. 3) and paradermal sections (Fig. 5) of H. arbutifolia revealed ameboid cells with large areas of direct cell contact and an overall interconnected or "netlike" appearance. These cells were also much larger than the spongy mesophyll of P. serrulata. These results suggest that the qualitative differences seen in the stress-strain curves of these two species may have been influenced by the differences in internal anatomy of the two leaf types. It is also possible that there may be differences in the chemical compositions of the cell walls that may also help to explain these qualitative differences (Vicre et al., 1999
). Further studies in this area are warranted.
In conclusion, these studies have demonstrated that despite a similar gross morphology, the sclerophyllous leaves of H. arbutifolia differ in their mechanical properties compared to mesic leaves of P. serrulata and that the differences are likely due to a complex interaction of leaf architecture, internal anatomy, and possibly cell wall chemistry. The wilting of mesic leaves such as those of P. serrulata may be due primarily to their internal design and the anisotropic nature of their vascular and ground tissues. The fact that sclerophyllous leaves like H. arbutifolia do not wilt even under severe water stress may be an important factor in their ability to survive episodes of dehydration without mechanical damage. These studies suggest that leaf anatomy, i.e., the specific interaction of mesophyll cells with each other may play a larger role in tolerance to dehydration than has generally been acknowledged. A mechanically tougher and stiffer leaf could translate into an ability to survive water potentials and relative water contents that fall below the turgor loss point of the tissues. Further, biomechanical techniques may prove to be a useful predictive tool in determining the behavior of leaves during drought. These studies indicate that subsequent investigations into the anatomy and mechanical behavior of sclerophyll leaves during dehydration may provide further clues for explaining differences in drought tolerance.
| FOOTNOTES |
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2 Author for correspondence (ronald.balsamo{at}villanova.edu
; FAX: 610-519-7863) ![]()
3 Current address: Division of Natural Sciences, Pepperdine University, Malibu, California 90263 USA ![]()
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