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148                          Advances in Productive, Safe, and Responsible Coal Mining

         15ft of an anchor point was selected from data sets to be used. For each of these GTPs,
         there is an associated time it was recorded. Also with this time is a set of handsets that
         were located on the buggy. For each time and handset, TSP values are queried from the
         tracking database. This method of comparing may cause inconsistency with metric
         values reported for the simulation-only data earlier in this chapter; however, for
         the purposes of comparison, data comparing measured and predicted results will only
         include data points that meet the criteria described here.
            An example of these surveys is Survey 148, which was a survey of the secondary
         EW. Fig. 8.34 is a map of this survey. The red line is the path traveled as reported by
         the survey buggy. Spads are drawn as yellow blocks and are included as reference.
         Green arrows are drawn every one minute of survey time from the GTP to the
         TSP for each device.
            Metric values for this particular survey are shown in Table 8.8. The device is the
         identification number for the individual radio. GTPs are recorded at a very high density
         since they are logged every time the buggy changes location, which can be several data
         points per foot; the total number recorded is shown in the count column. GTP is calcu-
         lated as part of the survey buggy software. AA is calculated by taking the arithmetic
         average of all IAs as calculated from each recorded GTP. SDA is calculated in the same
         manner, except it is the standard deviation by population. 90% CD is calculated by
         sorting distinct IA values into percentile ranks, the 90th percentile rank is the cutoff
         value that is reported. Averaging the difference in X and Y coordinates between GTP
         and TSP yields AEV. The GTP plus the AEV yields the center of the TSP spread.
         The average of the distance of a TSP from the center of the TSP spread is the ACR.
         ACR isonly calculated from a TSPthat is notat thecenter of theTSP spread and distinct









         Fig. 8.34 Survey 148.


          Table 8.8 Metrics for survey 148

                                90%                          ACR
          Device   AA    SDA    CD       Count   AEV         (count)   ΔGTP

          9537     189   27     226      1978    h160,5i     55 (168)   93
          9548     207   26     243      1983    h193, 2i    48 (173)   93
          9593     282   29     322      1976    h278, 9i    46 (157)   99
          9647     321   29     361      2256    h316, 12i   44 (158)  100
          9775     249   26     285      2198    h244, 6i    42 (179)   88
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