1. Use of the Visual Range of Detection to Estimate Effective Sweep Width for Land Search and Rescue Based On 10 Detection Experiments in North America.
- Author
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Koester, Robert J., Chiacchia, Kenneth B., Twardy, Charles R., Cooper, Donald C., Frost, John R., and Robe, R. Quincy
- Subjects
PROBABILITY theory ,ESTIMATION theory ,CORRECTION factors ,SEARCH theory ,ANALYSIS of variance - Abstract
Objective: Standard-of-practice search management requires that the probability of detection (POD) be determined for each search resource after a task. To calculate the POD, a detection index (W) is obtained by field experiments. Because of the complexities of the land environment, search planners need a way to estimate the value of W without conducting formal experiments. We demonstrate a robust empirical correlation between detection range (Rd) and W, and argue that Rd may reliably be used as a quick field estimate for W. Methods: We obtained the average maximum detection range (AMDR), Rd, and W values from 10 detection experiments conducted throughout North America. We measured the correlation between Rd and W, and tested whether the apparent relationship between W and Rd was statistically significant. Results: On average we found W ≈ 1.645 × Rd with a strong correlation (R
2 = .827). The high-visibility class had W ≈ 1.773 × Rd (also R2 = .867), the medium-visibility class had W ≈ 1.556 × Rd (R2 = .560), and the low-visibility had a correction factor of 1.135 (R2 = .319) for Rd to W. Using analysis of variance and post hoc testing, only the high- and low-visibility classes were significantly different from each other (P < .01). We also found a high correlation between the AMDR and Rd (R2 = .9974). Conclusions: Although additional experiments are required for the medium- and low-visibility search objects and in the dry-domain ecoregion, we suggest search planners use the following correction factors to convert field-measured Rd to an estimate of the effective sweep width (W): high-visibility W = 1.8 × Rd; medium-visibility W = 1.6 × Rd; and low-visibility W = 1.1 × Rd. [ABSTRACT FROM AUTHOR]- Published
- 2014
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