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A GUIDE TO CAROTENOID ANALYSIS IN FOODS

A GUIDE TO CAROTENOID ANALYSIS IN FOODS

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38 A Guide to Carotenoid Analysis in Foods<br />

Sampling<br />

In designing a sampling plan, the following factors<br />

should be considered (Kratochvil and Taylor 1981,<br />

Kramer and Twigg 1970):<br />

• the purpose of the analysis (information sought),<br />

• the nature of the population to be studied,<br />

• the nature of the analyte (substance to be measured),<br />

• the distribution of the analyte within the population,<br />

• the desired accuracy and precision of the analytic<br />

results, and<br />

• the analysis to be performed.<br />

The more heterogenous the material, the greater<br />

the difficulties and effort required to obtain a representative<br />

sample; the more sensitive modern methods<br />

become, the smaller the portions of the original<br />

lots that are subject to actual analysis, making it more<br />

challenging to minimize sampling errors. Because food<br />

samples are typically heterogeneous, a large number<br />

of samples should ideally be analyzed. In practice,<br />

however, the sampling procedure adopted is usually<br />

a compromise between heterogeneity considerations<br />

and the cost of the operation. It is worthwhile for<br />

analysts to consult statisticians to arrive at a feasible<br />

but sound sampling protocol.<br />

An acceptable sampling program should at least<br />

include a sampling plan that takes into account the<br />

goals of the studies and the expected uncertainties<br />

associated with the number of samples collected and<br />

the population variability; instructions for sample collection,<br />

labeling, preservation, and transport to the<br />

analytic facility; and the training of personnel in the<br />

sampling techniques and procedures specified (Keith<br />

et al. 1983).<br />

The program should consider the reasons for<br />

choosing sampling sites, number of samples, timing<br />

of sample acquisition, and expected levels of fluctuation<br />

resulting from heterogeneity. Once the sampling<br />

site and time of collection are decided, the following<br />

questions should be addressed (Kratochvil and Taylor<br />

1981):<br />

• How many samples should be taken?<br />

• How large should each sample be?<br />

• From where in the bulk material (population) and<br />

how should the samples be taken?<br />

• Should individual samples be analyzed or should a<br />

composite be prepared?<br />

A statistical approach to determine the number<br />

of samples to be taken is possible when the standard<br />

deviation of the population is known or can be reasonably<br />

estimated. A relationship that may be used<br />

for a given standard deviation and for a given ac-<br />

ceptable error is (Keith et al. 1983, Walpole and<br />

Myers 1972)<br />

N S = (zσ p / e) 2<br />

where N S is the number of samples, z is the value of<br />

the standard normal variate (from tables) based on<br />

the level of confidence desired, σ p is the standard<br />

deviation of the sample population, and e is the tolerable<br />

error in the estimate of the mean for the characteristic<br />

of interest.<br />

Often, however, the data needed to calculate the<br />

minimum number are not available and empirical approaches<br />

are used. Kratochvil and Taylor (1981) suggested<br />

that, in this case, a small number of samples<br />

(as representative as possible of the population) should<br />

be collected and analyzed. The sampling plan can<br />

then be developed by using this preliminary information.<br />

If an average compositional value is desired, a<br />

large number of randomly selected samples can be<br />

obtained, combined, and blended to obtain a reasonably<br />

homogeneous composite, subsamples of which<br />

may be analyzed (Keith et al. 1983, ACS-CEI 1980).<br />

Random sampling involves drawing samples from<br />

different parts of the entire lot, each part of the lot<br />

having an equal chance of being collected. It is not<br />

as simple as it seems. Samples selected haphazardly<br />

may not constitute a representative sample, but collection<br />

cannot be so defined that the protocol may<br />

reflect bias (Kratochvil and Taylor 1981).<br />

To evaluate changes in composition with time,<br />

temperature, location, etc., systematic sampling should<br />

be used and the results should be statistically analyzed.<br />

Sample Preparation<br />

The sample that is brought to the laboratory is usually<br />

too large, both in bulk and particle size, for direct<br />

analysis. It must be transformed into a homogeneous,<br />

small sample for analysis while maintaining its representativeness.<br />

Homogenization and subsampling may<br />

be done simultaneously or sequentially in an interchangeable<br />

order. Physical operations, such as chopping,<br />

cutting into pieces, mixing, milling, blending, and<br />

sieving, are carried out, along with bulk reduction, for<br />

example, by quartering and riffling. The process can<br />

be done manually or through commercially available<br />

mills, blenders, grinders, riffle cutters, etc. Because<br />

the food product is usually analyzed in the form in<br />

which it is commonly used, inedible portions (i.e., peel,<br />

seed, shell, etc.) are initially removed.<br />

The problems encountered by analysts in the<br />

preparation of samples for analyses include<br />

(Pomeranz and Meloan 1994):

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