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9.2.3 DEMONSTRATION OF ACCURACY - Using the same set of replicate data<br />
generated for Section 9.2.2, calculate the average percent recovery. The average<br />
recovery must be within 80-120% for both the LFB and the LFSSM data.<br />
Calculate percent recovery (%R) using the following equation:<br />
%R = average measured concentration X 100<br />
fortification concentration<br />
9.2.4 MINIMUM REPORTING LEVEL (MRL) CONFIRMATION - Select a target<br />
concentration for the MRL based on the intended use of the method. Establish<br />
an Initial Calibration following the procedure outlined in Section 10.3. The<br />
lowest calibration standard used to establish the Initial Calibration in<br />
Section 10.3 (as well as the low-level CCC) must be at or below the<br />
concentration of the target MRL. Establishing the MRL concentration too low<br />
may cause repeated failure of on-going QC requirements. Confirm the targeted<br />
MRL following the procedure outlined below.<br />
9.2.4.1 Prepare and analyze seven replicate LFBs at the target MRL<br />
concentration. All samples must be processed using the sample<br />
collection devices described in Section 8.1.4.1. Calculate the mean<br />
(Mean) and standard deviation for these replicates using the m/z 101 ion.<br />
Determine the Half Range for the prediction interval of results (HR PIR )<br />
using the equation below:<br />
HR PIR = 3.963 X S<br />
where,<br />
S is the standard deviation, and 3.963 is a constant value for seven<br />
replicates.<br />
9.2.4.2 Confirm that the upper and lower limits for the Prediction Interval of<br />
Results (PIR = Mean + HR PIR ) meet the upper and lower recovery limits<br />
as shown below:<br />
The Upper PIR Limit must be < 150% recovery.<br />
Mean + HR PIR X 100 < 150%<br />
Fortified Concentration<br />
The Lower PIR Limit must be > 50% recovery.<br />
Mean - HR PIR X 100 > 50%<br />
Fortified Concentration<br />
<strong>332</strong>.0-18