| Literature DB >> 29765979 |
Matthias Rödiger1, Lea Schneider1, Sven Rinke1,2.
Abstract
This study evaluated the marginal accuracy of CAD/CAM-fabricated crown copings from four different materials within the same processing route. Twenty stone replicas of a metallic master die (prepared upper premolar) were scanned and divided into two groups. Group 1 (n = 10) was used for a pilot test to determine the design parameters for best marginal accuracy. Group 2 (n = 10) was used to fabricate 10 specimens from the following materials with one identical CAD/CAM system (GAMMA 202, Wissner GmbH, Goettingen, Germany): A = commercially pure (cp) titanium, B = cobalt-chromium alloy, C = yttria-stabilized zirconia (YSZ), and D = leucite-reinforced glass-ceramics. Copings from group 2 were evaluated for the mean marginal gap size (MeanMG) and average maximum marginal gap size (AMaxMG) with a light microscope in the "as-machined" state. The effect of the material on the marginal accuracy was analyzed by multiple pairwise comparisons (Mann-Whitney, U-test, α = 0.05, adjusted by Bonferroni-Holmes method). MeanMG values were as follows: A: 46.92 ± 23.12 μm, B: 48.37 ± 29.72 μm, C: 68.25 ± 28.54 μm, and D: 58.73 ± 21.15 μm. The differences in the MeanMG values proved to be significant for groups A/C (p = 0.0024), A/D (p = 0.008), and B/C (p = 0.0332). AMaxMG values (A: 91.54 ± 23.39 μm, B: 96.86 ± 24.19 μm, C: 120.66 ± 32.75 μm, and D: 100.22 ± 10.83 μm) revealed no significant differences. The material had a significant impact on the marginal accuracy of CAD/CAM-fabricated copings.Entities:
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Year: 2018 PMID: 29765979 PMCID: PMC5885340 DOI: 10.1155/2018/2143906
Source DB: PubMed Journal: Biomed Res Int Impact factor: 3.411
Figure 1Abutment geometry.
Figure 2Metal master die (a) and master stone model (b).
Figure 3Study design.
Figure 4Definition of the cervical marginal gap (according to Holmes et al. 1989): A = internal gap; B = marginal gap (measured in the current study); C = overextended margin; D = underextended margin; E = vertical marginal discrepancy; F = horizontal marginal discrepancy; G = absolute marginal discrepancy.
Figure 5Pivoted socket with fixed coping.
Figure 6Images of the marginal gap: (a) measuring points (MP), master die (M) and coping (C); (b) measured with Adobe Photoshop Software.
Values of the mean and averaged maximum and maximum marginal gaps of each material (in μm).
| Material | Mean marginal gap | SD ( | Averaged maximum marginal gap | SD ( | Maximum marginal gap |
|---|---|---|---|---|---|
| Titanium | 46.92 | 23.12 | 91.54 | 23.39 | 143.71 |
| Cobalt-chromium | 48.37 | 29.72 | 96.86 | 24.19 | 156.44 |
| YSZ | 68.25 | 28.54 | 120.66 | 32.75 | 183.15 |
| Glass-ceramic | 58.73 | 21.15 | 100.22 | 10.83 | 118.03 |
Marginal fitting of the copings.
Figure 7Comparison of the mean values (μm) and standard deviations in precision of fit of different materials. Asterisks show significant differences between the groups.