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Lynne Wong's PhD thesis

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Qin and White’s finding was confirmed in a later experiment with a stalk fibre sample,<br />

when 10° Brix and 15° Brix sucrose solutions were used; the ratio of the contact solution<br />

was varied from 14.0 to 25.6 (Table 4.15).<br />

Table 4.15. Impact of ratio of contact solution to sample size on Brix-free water.<br />

Sample Concentration of contact Ratio of contact Brix-free water/% Mean/%<br />

sucrose solution/°Brix solution to sample<br />

Stalk fibre 10 25.0 15.36 15.71<br />

Stalk fibre 10 25.6 16.06<br />

Stalk fibre 10 18.8 15.47 15.75<br />

Stalk fibre 10 19.3 16.02<br />

Stalk fibre 10 14.3 16.65 16.55<br />

Stalk fibre 10 14.0 16.45<br />

Stalk fibre 15 25.5 16.99 16.96<br />

Stalk fibre 15 25.2 16.92<br />

Stalk fibre 15 18.9 15.94 16.26<br />

Stalk fibre 15 19.0 16.57<br />

Stalk fibre 15 14.4 16.33 16.21<br />

Stalk fibre 15 14.9 16.09<br />

4.4.9 Contact time<br />

The contact time was also checked, it appears that one and a half hours is sufficient to<br />

reach equilibrium.<br />

4.4.10 Sample fineness<br />

According to Mangion and Player (1991), a sample in a finer state has a higher Brix-free<br />

water value due to the increased surface area per unit mass. It was therefore decided to<br />

reduce some fibre samples to a finer state (about 3 mm long) by using a pair of scissors,<br />

and to carry out Brix-free water determinations before and after the operation. Results<br />

obtained for duplicate analyses of 21 fibre samples are tabulated in Table 4.16. Statistical<br />

analysis by the Student’s t-test showed that there was no significant difference (P = 0.89)<br />

between the samples whether in their original or finer states. The standard error of the<br />

mean for 21 data points is 0.547 for a mean of 12.82 on the original samples, and 0.500 for<br />

a mean of 12.72 on finely cut samples. This shows that increased surface area does not<br />

increase the Brix-free water value, contrary to the finding of Mangion and Player (1991).<br />

141

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