Two edentulous maxillary epoxy resin models were used in the present study. To simulate the alveolar mucosa, the models were covered by a removable polyurethane layer (Epoxy maxillary model; Ramses Medical Products Factory) 2-mm in thickness.
In the first model: 4 internal connection dummy implants (Dentium Superline; Dentium Co, Ltd) Ø4.5×10-mm length were inserted at the right canine, right first premolar, left canine, and left first molar positions (Fig. 1). A dental surveyor (Ney surveyor; Dentsply Sirona) was used to ensure the parallel alignment of the implants placed.21
To evaluate the effect of different scan body materials, a PEEK scan body (Scanning jig; Dentium Co, Ltd) was tightened at 15 Ncm to the dummy implant placed at the right canine position. The model was scanned first without the gingival layer by using a laboratory scanner (inEos X5; Dentsply Sirona) and was saved as anSTL file. This file was used later on as a reference for comparison. The gingival layer was adapted, and a total of 19 scans were made by using the same laboratory scanner. The PEEK scan body was then removed, replaced by the titanium one, and the same procedure repeated (Fig. 2).
Sample size was estimated based on 95% confidence level to detect differences in linear absolute error (ΔASS) between titanium and peek scan bodies. Arcuri et al.6 reported mean ΔASS of titanium = 99.3 and 95% confidence interval (CI) = 0.08, 0.12, while mean ΔASS of PEEK = 54.7 and 95% CI = 0.03, 0.07. The calculated mean ± SD ΔASS difference = 44.6 ± 0.04 and 95% CI = 44.57, 44.63. The minimum sample size was calculated to be 17 per group, increased to 19 to make up for laboratory processing errors. The total sample size required = number of groups×number per group = 4×19 = 76.
To evaluate the effect of different inter-scan body distances on the accuracy of the digital impression, 2 PEEK scan bodies were tightened at 15 Ncm to the dummy implants placed at the right canine and first premolar positions. The distance between the 2 scan bodies was considered as the short inter-scan body distance (SID). Scanning was done first without the gingival layer and the STL file obtained was saved as a reference file for comparison. The gingival layer was then adapted, and a total of 19 model scans were made, and STL files obtained were exported. The scan bodies were then removed and tightened to implants placed at the left canine and first molar positions. The same procedure was then repeated considering the distance between the 2 scan bodies as the long inter-scan body distance (LID) (Fig. 3).
In the second model, 6 internal connection dummy implants (Dentium Superline; Dentium Co, Ltd) Ø4.5×10-mm length were used (Fig. 4). Three were inserted at the right side with different angulations by using the abutment angle determining device.19 A straight implant was inserted at the canine position, 15-degree distally tilted implant at the first premolar, and 30-degree distally tilted implant at the first molar position (Fig. 5). Three PEEK scan bodies were tightened to the dummy implants at 15 Ncm (Fig. 6). Scanning was done first without the gingival layer and the STL file obtained was saved as a reference file then the gingival layer was adapted, 19 model scans were done, and STL files were exported.
On the left side of the cast, 3 dummy implants were inserted at different depths as follows: 2-mm subgingival at the left canine position; 4-mm subgingival at the left first premolar and 6-mm subgingival at the left first molar position. The supragingival exposed height of the scan bodies were 10-mm, 8-mm, and 6-mm respectively. Scanning was done as mentioned before (Fig. 7). All scans in the present study were done by using the same laboratory scanner (inEos X5; Dentsply Sirona).
STL files were imported into a surface matching software program (GOM Inspect; GOM). The area-designated best fit image matching was performed for the test scans and the reference scans. A coordinate system was established and used throughout the entire inspection process to measure the 3D linear deviations and angular deviations (µm) of all scans. To calculate the distance and angular deviation, cylinders were fitted to each scan body in both test and reference models by using the computer software program, and a central axis was generated for each. For the distance deviation, a specific point from the axis was determined by the software in each model, and the resultant 3D distance between the 2 points was recorded to generate the 3D distance deviation (Fig. 8). For the angular deviation, the original axis from the reference model was considered to be at an angle of zero, and the resultant angle between the 2 axes was recorded to generate the angular deviation (Fig. 8).
Data were collected, tabulated, and statistically analysed with a statistical software program (IBM SPSS Statistics for Windows, v23.0; IBM Corp).20 The Shapiro-Wilk test of normality was used. Scan body material and inter scan-body distance variables showed normal distribution. Means and standard deviations (SD) were calculated. Comparison between the study groups were done using independent samples t-test with calculation of mean difference and 95% confidence interval (CI). Scan body angulation and exposure variables showed non-normal distribution, so non-parametric analysis was adopted. Means, standard deviations (SD), medians and interquartile range (IQR) were calculated for all variables. Comparison between the groups was done using Kruskal Wallis test. Significance was set at P < .05.