| Literature DB >> 33298851 |
Maayan Shacham1, Avi Levin2, Avi Shemesh2, Alex Lvovsky2, Joe Ben Itzhak2, Michael Solomonov2.
Abstract
The aim of the current study was to determine the accuracy of electronic apex locator (EAL) measurements when using files of different sizes in roots with wide apical foramina while considering a new parameter of stability of EAL reading. Ten teeth with straight roots were subjected to a sequential widening of the apical foramen to 0.6, 0.7, and 0.8 mm. The roots were embedded after each enlargement stage in an alginate mold and subjected to EAL readings. Measurements were done using sequential K-file sizes and the self-adjusting file (SAF). Measurement stability was introduced as a new additional parameter. As the difference between the file size used and the apical diameter of the canal decreases, the results obtained were more accurate and stable. The stability and accuracy of the measurements coincided with each other in a statistically significant manner. Within the limitations of the present ex vivo study, it may be concluded that in straight canals with wide apical foramina of 0.6-0.8 mm, both SS K-files which fit snugly to the walls of apical foramen and the SAF file may offer both accurate and stable EAL measurements.Entities:
Year: 2020 PMID: 33298851 PMCID: PMC7670426 DOI: 10.1038/s41405-020-00052-3
Source DB: PubMed Journal: BDJ Open ISSN: 2056-807X
Fig. 1Study design.
Asterisk sign indicates true length measurement using microscopic examination when the tip of the file is visible at the apical foramen. After each step, the tooth was removed from the alginate mold, the apical foramen enlarged by one size, true length was reestablished, and the tooth was embedded again in an alginate mold for the next EAL measurement.
Accuracy of length measurement with EAL.
| File used with EAL | Size of apical foramen | ||
|---|---|---|---|
| #60 | #70 | #80 | |
| #15 | 1.00 (±0.77) | 1.70 (±1.71) | 1.80 (±1.78) |
| #20 | 1.16 (±0.81) | 1.7 (± 1.09) | 1.90 (±1.55) |
| #25 | 1.00 (±0.81) | 1.50 (±1.17) | 2.70 (±1.3) |
| #30 | 0.44 (±0.52) | 1.43 (±1.01) | 1.91 (±1.39) |
| #35 | 0.50 (±0.47) | 1.05 (±0.91) | 1.64 (±1.49) |
| #40 | 0.45 (±0.43) | 0.83 (±0.79) | 0.93 (±1.08) |
| #45 | 0.25 (±0.35) | 0.50 (±0.47) | 0.60 (±0.93) |
| #50 | 0.30 (±0.42) | 0.45 (±0.36) | 0.75 (±0.97) |
| #55 | 0.15 (±0.24) | 0.40 (±0.39) | 0.40 (±0.65) |
| #60 | 0 | 0.15 (±0.33) | 0.30 (±0.67) |
| #70 | Not used | 0.05 (±0.15) | 0 |
| #80 | Not used | Not used | 0 |
| SAF | 0 | 0 | 0 |
The difference between “true length” and EAL measurement is shown in mm (±SEM).
Accuracy and stability of EAL readings.
| Difference between EAL reading and true length | ||
|---|---|---|
| <0.5 mm | ≥0.5 mm | |
| Unstable readings | 49%a | 51%b |
| Stable readings | 95%a | 5%b |
Percentage of measurements with stable or unstable reading, which were done using K-file sizes #10–80 and 1.5 mm SAF file in all three enlargement groups.
Note: Values in the same row and sub-table not sharing the same superscript (i.e., a or b) are significantly different at p < 0.05 in the two-sided test of equality for column proportions. Tests assume equal variances.[2] Tests are adjusted for all pairwise comparisons within a row of each innermost sub-table using the Bonferroni correction.[2]