Objectives: The
traditional centroid method of measuring implant framework fit consists of four
problems: (1) the fit at the edge is unknown, (2) the surface tested often
vertically penetrates the opposing surface, (3) the mean diameter of the implant
abutment and its replica becomes less than the real diameter if the Cartesian
coordinate system statistical analysis method is used, and (4) The fixed
coordinate system, #1 component (0,0,0), #5(x,0,0),and #3(x,y,0), is used for
all the best fit
matching. Wang et al. in 2004 solved the first three problems, and the new
mathematical formulae presenting here solved the forth problem to improve the
accuracy of best-fit calculations over traditional Centroid measurement. Methods: One of 5 components on a framework
was chosen to be the coordinate system origin (0,0,0) for best fit matching.
The newly developed formulae determine the centroid vertical gap between the
abutment of the master cast and the corresponding surface of the test framework for each component. The
2nd component demonstrating the minimum vertical centroid gap among the rest
replicas was specified. The test framework was rotated and the centroid
vertical gap of the 2nd component was adjusted to zero (x,0,0). Accordingly the replica demonstrating the
3rd minimum vertical centroid gap was found and rotated as zero (x,y,0). In the
present method each component was assigned systematically as the matching
coordinate system origin (0,0,0) so that total 5 best-fit cases will be generated from one paired
master/test framework with 5 abutments and their replicas. The most precise
best-fit case is selected from these 5 best-fit cases of each paired data for
further statistical analysis. Polar coordinate system statistical analysis is utilized in this study. Results:
Framework with 5 implants | The coordinate system used in matching | Mean vertical gap in mm (n=5) | Centroid | Edge | Maximum | Minimum | Casted | Fixed | 0.210 | 0.375 | 0.044 | Unfixed | 0.101 | 0.163 | 0.040 | Machined | Fixed | 0.059 | 0.086 | 0.033 | Unfixed | 0.057 | 0.081 | 0.032 |
Conclusions: The unfixed
coordinate system for matching generates better best-fit results compared to
match in the fixed
coordinate system.
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