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Lynne Wong's PhD thesis

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Table 6.5. Characteristic parameters obtained from the net isosteric heat-entropy<br />

relationship for the nine cane components of R 570 aged 52 and 36 weeks.<br />

Sample 52 weeks 36 weeks<br />

R 2 Slope Intercept= ∆G/kJ mol -1 T β/K R 2 Slope Intercept= ∆G/kJ mol -1 T β/K<br />

Stalk fibre 0.999 -373.80 0.2420 373.80 0.999 -380.96 0.5139 380.96<br />

Stalk pith 1.00 -345.02 0.5352 345.02 0.985 -265.29 2.2753 265.29<br />

Rind fibre 1.00 -363.57 0.2431 363.57 1.00 -355.28 0.3731 355.28<br />

Rind fines 1.00 -401.55 0.1676 401.55 0.999 -419.85 -0.0243 419.85<br />

Top fibre 1.00 -360.67 0.1874 360.67 1.00 -366.76 0.1579 366.76<br />

Dry leaf fibre 1.00 -357.92 0.2092 357.92 1.00 -352.27 0.1640 352.27<br />

Dry leaf fines 0.997 -367.35 0.0465 367.35 0.999 -380.49 0.4431 380.49<br />

Green leaf fibre 0.995 -406.66 0.2946 406.66 1.00 -358.37 0.2794 358.37<br />

Green leaf fines 1.00 -374.95 0.2617 374.95 1.00 .358.24 0.4324 358.24<br />

6.7 PRIMARY, SECONDARY AND TERTIARY BOUND WATER<br />

Kaleemullah and Kailappan (2007) determined the equilibrium moisture content of red<br />

chillies at various water activities within the temperature range of 25 – 45 °C, and obtained<br />

binding energies of three different types of water bound to the surface of the material<br />

studied.<br />

They calculated the heat of sorption of the primary adsorbed layer H 1 by using the BET<br />

model which described the sorption behaviour of red chillies well. They then calculated<br />

the net isosteric heat of sorption q st , and multiplied it by the Universal gas constant R<br />

(8.3143 J mol -1 K -1 ) to obtain, what they called, the binding energy, which was then plotted<br />

against the moisture content. From this plot they determined the moisture content of the<br />

secondary layer from where the break in the curve occurred and they marked the end of the<br />

tertiary layer where the binding energy became zero. For the primary layer, the value of<br />

the binding energy H 1 was read off from the y-axis, a horizontal line was placed and from<br />

where it intersected the curve determined the corresponding moisture content was deemed<br />

to be the primary layer.<br />

In a similar manner, calculations were carried out for cane components aged 52 and 36<br />

weeks, and the results are shown in Figs 6.11 and 6.12. The moisture content of the<br />

primary, secondary and tertiary bound water layers were compared to the Brix-free water<br />

260

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