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Examination and processing of human semen - libdoc.who.int ...

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194 PART III Quality assurance<br />

vide the st<strong>and</strong>ard error <strong>of</strong> the differences between technicians, which may have<br />

to be computed separately. Substantial differences between technicians should<br />

prompt a review <strong>of</strong> all procedures to identify how consistency can be improved.<br />

The worked example in Box 7.6 illustrates how to compute the st<strong>and</strong>ard error <strong>of</strong><br />

the differences among technicians in sperm concentration directly, <strong>and</strong> assess<br />

whether these are greater than would be expected from chance variation alone.<br />

When performing computations directly from the observations, a suffi cient number<br />

<strong>of</strong> decimal places must be kept to avoid rounding errors.<br />

7.10.2 Monitoring monthly means<br />

While the primary IQC procedures are based on assessment <strong>of</strong> differences among<br />

<strong>and</strong> within technicians, additional information may be obtained by monitoring<br />

trends in results <strong>of</strong> <strong>semen</strong> analysis.<br />

The mean values <strong>of</strong> each variable for all the patients examined over a certain<br />

period (e.g. monthly) can be plotted on an X bar chart, with warning <strong>and</strong> action<br />

limits 2 <strong>and</strong> 3 st<strong>and</strong>ard errors either side <strong>of</strong> the mean. The st<strong>and</strong>ard error can be<br />

estimated from the st<strong>and</strong>ard deviation <strong>of</strong> the original observations divided by the<br />

square root <strong>of</strong> the number <strong>of</strong> <strong>semen</strong> analyses in each <strong>int</strong>erval, or directly from the<br />

observed distribution <strong>of</strong> the mean. The control limits should be determined using<br />

at least 6 months’ observations, <strong>and</strong> should be revised regularly. There should be<br />

at least 20 results for each mean; a small laboratory may have to pool results from<br />

more than 1 month. Refinements to the method include monitoring monthly means<br />

<strong>of</strong> patients with normal values <strong>and</strong> the use <strong>of</strong> cumulative sum (CUSUM) charts for<br />

the rapid detection <strong>of</strong> any systematic departures from the mean<br />

(Barnett, 1979).<br />

Deviations from the expected values may refl ect different client characteristics<br />

(time-dependent changes in the men being analysed; a change in the number <strong>of</strong><br />

repeat tests on the same men; changes in the pattern <strong>of</strong> referral <strong>of</strong> men with different<br />

types <strong>of</strong> infertility) or technical factors (changes in technicians, laboratory<br />

supplies, seasonal temperature variations, etc.).<br />

7.11 External quality control <strong>and</strong> quality assurance<br />

External quality control (EQC) is an <strong>int</strong>egral part <strong>of</strong> the complete QC process<br />

(Cekan et al., 1995) that monitors assay results, while external quality assurance<br />

(EQA) monitors all laboratory procedures relating to collecting <strong>and</strong> reporting data<br />

to ensure that laboratory processes are under control. EQC allows a laboratory to<br />

compare its results with those <strong>of</strong> others. It permits different methods to be evaluated<br />

<strong>and</strong> compared on a scale not possible in a single laboratory.<br />

EQC <strong>and</strong> IQC are complementary processes. EQC may reveal problems with<br />

accuracy that may not be apparent from IQC if control samples are not adequately<br />

masked or selected. EQC has the advantage that it allows a laboratory to monitor<br />

the accuracy <strong>and</strong> stability <strong>of</strong> its methods (Plaut & Westgard, 2002). However,<br />

as EQC samples are clearly <strong>of</strong> external origin, they are liable to be h<strong>and</strong>led in a<br />

special way; this should be guarded against so that they are processed as far as<br />

possible in the same way as routine samples.

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