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

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236 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 />

while the CM also contains waxes as additional lipid component. As shown in<br />

Sect. 6.1, wax/water partition coefficients are much smaller than cutin/water partition<br />

coefficients. Thus, cutin is the sole sorbent in the MX <strong>and</strong> the major sorbent<br />

in CM.<br />

Partition coefficients decrease with increasing temperature <strong>and</strong> increasing internal<br />

solute concentration. Between 10 −4 <strong>and</strong> 10 −2 mol kg −1 or 1.39 <strong>and</strong> 0.014g kg −1 ,<br />

internal concentrations <strong>of</strong> partition coefficient were nearly constant, but at higher<br />

internal concentrations K decreased. This decrease is more pronounced in rubber<br />

than in tomato CM <strong>and</strong> MX. With rubber CM <strong>and</strong> MX, all sorption plots converge<br />

at an internal concentration <strong>of</strong> about 1mol kg −1 . This indicates that all sorption<br />

sites are occupied <strong>and</strong> additional sorption is no longer possible. With tomato fruit<br />

cuticles, partition coefficients also decrease at higher 4-NP concentrations but plots<br />

do not converge. The difference in internal concentrations between CM <strong>and</strong> MX is<br />

highest at low sorbate concentrations, but it decreases as concentration increases.<br />

If waxes sorb little or no 4-NP, partition coefficients for MX would be expected<br />

to be higher by 8% <strong>and</strong> 25% with tomato <strong>and</strong> rubber cuticles respectively. However,<br />

differences are larger, indicating that in MX some sorption sites are occupied<br />

by waxes.<br />

At low external concentration <strong>of</strong> 4-NP, partition coefficients were nearly constant,<br />

even though internal 4-NP concentration increased 100-fold. This indicates<br />

that additional new sorption sites become available when others are being occupied<br />

by 4-NP molecules. The flexible polymer chains open up, <strong>and</strong> sorbate molecules<br />

squeeze in between. There is a limit to this, however, <strong>and</strong> when internal concentration<br />

exceeds 10 −2 mol kg −1 additional sorption sites are no longer formed <strong>and</strong><br />

partition coefficients decrease. Partition coefficients decrease much more with rubber<br />

leaf cuticles, indicating that flexibility <strong>of</strong> polymer chains is smaller compared<br />

to tomato fruit cuticles. It appears that cutan in rubber leaf cuticle is more rigid <strong>and</strong><br />

provides fewer sorption sites.<br />

The temperature effect on partition coefficients depends on the temperature effect<br />

on activities <strong>of</strong> the two phases. With substituted phenols, partition coefficients<br />

between inert organic phases which are incapable <strong>of</strong> hydrogen bonding increase<br />

with temperature, while octanol/water partition coefficients decrease with increasing<br />

temperature (Korenman et al. 1977). Cuticle/water partition coefficients also<br />

decreased with increasing temperature, <strong>and</strong> this is evidence that hydrogen bonding<br />

between cutin <strong>and</strong> 4-NP was involved in sorption.<br />

The temperature effect on sorption can be further analysed using a modified<br />

Freundlich isotherm. This makes it possible to distinguish between temperature<br />

effects on the number <strong>of</strong> sorption sites (solubility in cuticles) <strong>and</strong> on water solubility.<br />

Cinternal = k ′ ·(Caqueous/C saturated<br />

aqueous ) 1/n<br />

(8.2)<br />

The term in parenthesis is referred to as the reduced concentration. Plotting log<br />

Cinternal vs log <strong>of</strong> the reduced concentration resulted in straight lines with slopes<br />

k ′ . With Ficus CM <strong>and</strong> MX, k decreased with increasing temperature (8.1), while<br />

k ′ was independent <strong>of</strong> temperature (8.2). Hence, the temperature effect on Ficus

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