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Water and Solute Permeability of Plant Cuticles: Measurement and ...

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234 8 Effects <strong>of</strong> Temperature on Sorption <strong>and</strong> Diffusion <strong>of</strong> <strong>Solute</strong>s <strong>and</strong> Penetration <strong>of</strong> <strong>Water</strong><br />

Tomato fruit cuticles (Lycopersicon esculentum) contain 7% waxes <strong>and</strong> 62%<br />

cutin. Polar polymers amount to 24% (Table 1.1). The ester cutin is <strong>of</strong> the C16<br />

type, <strong>and</strong> dihydroxyfatty acids are the major constituents. Adaxial rubber leaf cuticles<br />

(Ficus decora) are composed <strong>of</strong> 56% cutin, 19% polar polymers <strong>and</strong> 25% waxes<br />

(Table 1.1). The cutin contains C16 <strong>and</strong> C18 hydroxyfatty acids, <strong>and</strong> 18-hydroxy-<br />

9,10-epoxystearic acid is a major constituent, which results in the formation <strong>of</strong><br />

non-ester cutin (cutan) similarly to what happens in Clivia cutin (Fig. 1.2).<br />

8.1.1 Sorption Isotherms <strong>and</strong> Partition Coefficients<br />

Small pieces <strong>of</strong> cuticular material were equilibrated at constant temperature as<br />

described in Sect. 6.1. At equilibrium, the molal 4-NP concentrations (mol kg −1 )<br />

in the aqueous phase (Caqueous) <strong>and</strong> in the CM or MX (internal phase Cinternal) were<br />

determined. The partition coefficients K were calculated as the ratio <strong>of</strong> the molal<br />

concentrations Cinternal/Caqueous. When 4-nitrophenol concentration in the cuticle<br />

(Cinternal) was plotted against concentration in water (Caqueous), linear sorption<br />

isotherms were obtained at all temperatures <strong>and</strong> concentrations <strong>of</strong> 10 −3 –10 −6 mol<br />

kg −1 . Alternatively, the natural logarithms <strong>of</strong> these concentrations can be plotted.<br />

The slopes <strong>of</strong> these plots (k) are related to the intensity <strong>of</strong> sorption <strong>and</strong> the number<br />

<strong>of</strong> sorption sites. The parameter n characterises the slope <strong>of</strong> the isotherm. The linear<br />

portions <strong>of</strong> the plots fit the Freundlich isotherm<br />

or in logarithmic form<br />

Cinternal = kC 1/n<br />

aqueous<br />

logCinternal = logk+ 1<br />

n logCaqueous<br />

(8.1)<br />

(8.1a)<br />

Freundlich isotherms are frequently encountered when solutes interact with heterogeneous<br />

substrates. At low concentrations the parameter n is not far from 1.0, but at<br />

higher sorbate concentrations the plots become increasingly convex to the Caqueous<br />

axis. At low sorbate concentrations this type <strong>of</strong> isotherm can be classified as constant<br />

partitioning, while at higher concentrations (>10 −3 mol kg −1 ) it resembles a<br />

Langmuir type isotherm. Linear isotherms are obtained under the following conditions:<br />

(1) the substrate consists <strong>of</strong> flexible molecules <strong>and</strong> has regions <strong>of</strong> differing<br />

accessibility to the sorbate, (2) the solute has a higher affinity to the substrate than to<br />

the solvent water, <strong>and</strong> (3) the solute is able to penetrate into initially less accessible<br />

(highly ordered) regions <strong>of</strong> the solid.<br />

At all concentrations <strong>and</strong> temperatures, partition coefficients (K) <strong>and</strong> the<br />

Freundlich parameter k were >1. K ranged from about 15 to 250 (Fig. 8.1), <strong>and</strong><br />

k varied between 14 <strong>and</strong> 190 (Riederer <strong>and</strong> Schönherr 1986a); that is, 4-NP is better<br />

soluble in CM <strong>and</strong> MX than in water. At low internal concentration, K is greater<br />

with the MX than with the CM. The only lipid compartment <strong>of</strong> the MX is cutin,

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