The problem of determining the noise level in any measuring system remains
urgent. Radiostereometric analysis (RSA) is a radiographic system of unique
accuracy which has applications in areas where minute motions or no motion
at all occurs. Examples are micromotion between endoprostheses and bone an
d in fracture healing.
We have determined the accuracy of the RSA system as applied to a clinical
series of spinal fusions, where the conditions for RSA were not optimal. Us
ing the usual test-retest methodology on a phantom, we showed that its accu
racy can be grossly overestimated in the individual case.
We found considerable variations in the accuracy in the individual case, de
pending on the rigid-body configuration, The overall accuracy, expressed as
3-D "vectors" for rotation and translation, respectively, correlated with
the condition number, a method for characterizing the marker configuration,
Indeed, the condition number explained as much as 92% of the variation in
overall rotation. This condition number, however, cannot be used to analyze
the accuracy of one degree of freedom of rotation alone. Mathematical simu
lation of the accuracy in the individual case of the individual dimension,
using in-house software, showed that the accuracy (95% confidence) varied b
etween 0.4 and 4.6 degrees of rotation about the transverse axis, correspon
ding to a clinical stress series of extension and flexion.