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

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80 4 <strong>Water</strong> <strong>Permeability</strong><br />

Accounting for the diffusional component present in Pviscous, Nevis (1958) wrote the<br />

above equation as<br />

�<br />

Pviscous − Pdiffusion<br />

rpore = 0.36<br />

, (4.13)<br />

Pdiffusion<br />

which gives the average or equivalent pore radius in nm. In deriving (4.13), the bulk<br />

quantities for the diffusion coefficient (Dw) <strong>and</strong> viscosity (η) <strong>of</strong> water are used.<br />

These equations have been employed to estimate equivalent pore radii in the<br />

polymer matrix from Citrus leaves (Schönherr 1976a) <strong>and</strong> onion bulb scales<br />

(Schönherr 1976b). Beyer et al. (2005) published some data from which pore radii<br />

<strong>of</strong> pepper <strong>and</strong> tomato fruit CM can be calculated. Data for other species are not<br />

available.<br />

Diffusion <strong>of</strong> water across polymer matrix membranes from Citrus leaves was<br />

measured using tritiated water. When both buffer solutions contained 0.1 N, NaCl<br />

permeance (Pdiffusion) was higher above pH 4 than in presence <strong>of</strong> 0.1 N CaCl2. The<br />

effects <strong>of</strong> pH <strong>and</strong> type <strong>of</strong> counter ions demonstrate the involvement <strong>of</strong> three different<br />

weakly acidic groups in the MX, as was already discussed (Sect. 4.3). Above pH 9,<br />

phenolic hydroxyl groups are responsible for the effect <strong>of</strong> pH on permeance <strong>of</strong> MX<br />

membranes in Na + form. Data for MX membranes in Ca 2+ form above pH 8 are not<br />

available. Under natural conditions pH in the MX will certainly be

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