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(IVAR) - Final Report - Strategic Environmental Research and ...

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METHOD #6: DEMONSTRATING REAL-TIME DATA FUSION.<br />

Method #6 is intended to demonstrate that in spite of the fact that any pair of avian radars are<br />

asynchronous temporally (they have independent time sources) <strong>and</strong> spatially (they rotate<br />

independently <strong>and</strong> asynchronously <strong>and</strong> are displaced in space), they can be reasonably aligned so<br />

as to provide meaningful improvements when their radar tracks are combined through integration<br />

or fusion.<br />

Spatial Alignment Procedure (SD3.1)<br />

1. Use a pair of radars with overlapping coverage.<br />

2. Review recorded track datasets using the TrackViewer’s playback feature to identify at<br />

least three timeframes where one or more targets were tracked simultaneously by both<br />

radars for a duration of at least 10 track updates (i.e., a minimum of 30 pair-wise<br />

comparisons of target positions between the two radars); note the TrackIDs of the<br />

respective track pairs.<br />

3. Extract the respective track pairs as follows: Load the track data from each radar into the<br />

TrackDataViewer. For each radar, select the identified tracks from each of the three<br />

selected timeframes using the TrackID <strong>and</strong> export the updates for these tracks into a<br />

spreadsheet using the export feature of the TrackDataViewer. Also export the same data<br />

into a KML format for visual comparisons of the track pairs in GoogleEarth.<br />

4. Organize the respective track pairs into adjacent columns of the spreadsheet so that their<br />

spatial positions can be easily compared.<br />

5. Compute the signed distance between each pair of spatial positions of the target(s) from<br />

the two radars. The spatial misalignment error is the absolute value of the mean of these<br />

paired differences.<br />

6. Define the a priori spatial uncertainty as the sum of: a) The range-resolution of the radar<br />

(use the larger value if the radars are different); b) The maximum cross-range-resolution<br />

for the track pair (taken as the maximum of the point-wise range*azimuth-beamwidth);<br />

<strong>and</strong> c) The maximum-speed of the target (taken from the track pair) multiplied by twice<br />

the scan-time uncertainty of 5 seconds.<br />

7. If the spatial misalignment error is

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