Accuracy assessment and interpretation for optical tracking systems
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Highly accurate spatial measurement systems are among the enabling technologies that
have made image-guided surgery possible in modern operating theaters. Assessing the
accuracies of such systems is subject to much ambiguity, though. The underlying
mathematical models that convert raw sensor data into position and orientation
measurements of sufficient accuracy complicate matters by providing measurements
having non-uniform error distributions throughout their measurement volumes.
Users are typically unaware of these issues, as they are usually presented with only
a few specifications based on some "representative" statistics that were themselves
derived using various data reduction methods. As a result, much of the important
underlying information is lost. Further, manufacturers of spatial measurement
systems often choose protocols and statistical measures that emphasize the strengths
of their systems and diminish their limitations. Such protocols often do not reflect
the end users' intended applications very well. Users and integrators thus need to
understand many aspects of spatial metrology in choosing spatial measurement systems
that are appropriate for their intended applications. We examine the issues by
discussing some of the protocols and their statistical measures typically used by
manufacturers. The statistical measures for a given protocol can be affected by many
factors, including the volume size, region of interest, and the amount and type of
data collected. We also discuss how different system configurations can affect the
accuracy. Single-marker and rigid body calibration results are presented, along with
a discussion of some of the various factors that affect their accuracy. Although the
findings presented here were obtained using the NDI Polaris optical tracking systems,
many are applicable to spatial measurement systems in general.
[1] Andrew D. Wiles,et al. Accuracy assessment protocols for elektromagnetic tracking systems , 2003, CARS.
[2] Ieee Aerospace,et al. Spatial Error Analysis: A Unified Application-Oriented Treatment , 1998 .