| Literature DB >> 34940043 |
Carlo Gaeta1, Crystal Marruganti1, Emanuele Mignosa1, Giovanni Franciosi1, Edoardo Ferrari1, Simone Grandini1.
Abstract
The aim of the current meta-analysis was to assess the impact of methodological variables in performing fracture strength tests of upper premolars. Medline (Pubmed), Embase and Google Scholar were screened for studies performing ex vivo fracture strength tests of intact upper premolars or premolars with 0, 1 or 2 walls lost. The outcome variable for each study was the maximum breaking load expressed in Newton (kg × m/s2). Methodological variables (i.e., simulation of the periodontal ligament, load inclination, tip position, tip diameter and thermocycling) were registered to perform subgroup analyses and meta-regression. Overall, 25 studies and 78 study groups were included in the meta-analysis. Intact premolars (17 study groups) were not significantly influenced by any of the methodological variables considered. Subgroup analysis for load inclination (30°/45° vs. 90°/150°) was significant for premolars with 0 (10 study groups), 1 (6 study groups) and 2 (45 study groups) walls lost; thermocycling was significant for premolars with 1 and 2 walls lost. A strong methodological heterogeneity across studies evaluating the fracture strength of upper premolars was highlighted, especially when 0, 1 or 2 walls were lost. Further studies are needed to standardize the methodology used in order to allow for across-studies comparisons.Entities:
Keywords: endodontically treated teeth; fracture strength test; premolar
Year: 2021 PMID: 34940043 PMCID: PMC8699883 DOI: 10.3390/dj9120146
Source DB: PubMed Journal: Dent J (Basel) ISSN: 2304-6767
Figure 1PRISMA flow diagram summarizing all inclusion criteria.
characteristics of the included studies.
| Authors | Years | Teeth | N | PDL | Thermocycling | Load Inclination | Tip Application |
|---|---|---|---|---|---|---|---|
| Gokturk | 2018 | Upper | 55 | + | + | 90° | Buccal/Lingual cusp |
| Oz | 2019 | Upper | 80 | + | + | 90° | Occlusal surface |
| Eapen | 2017 | Upper | 60 | - | -- | 90° | Occlusal inclines of the Buccal and Lingual cusps |
| Harsha | 2017 | Upper 1 st | 40 | - | + | 30° | On the Center of the Buccal cusp |
| Desai | 2011 | Upper1 st | 30 | - | + | 90° | Center occlusal surface |
| Kemaloglu | 2015 | Lower | 48 | + | - | 90° | B and L cusps simultaneously |
| Zogheib | 2018 | Upper | 60 | + | - | 90° | Central fossa |
| Karzoun | 2015 | Upper | 60 | + | - | 90° | / |
| Taha | 2014 | Upper | 48 | - | - | 45° | / |
| Hshad | 2018 | Lower | 48 | - | - | 90° | Interdental surface of the buccal cusp |
| Angol | 2013 | Upper | 10 | - | - | 90° | Simultaneous contact B and P cuspal inclines |
| Taha | 2011 | Upper | 80 | - | - | 45° | Palatal incline of Buccal cusp |
| Taha | 2015 | Upper | 77 | - | - | 45° | Palatal incline of Buccal cusp |
| Mashyakhy | 2020 | / | 52 | + | + | 90° | Center occlusal surface |
| Spicciarelli | 2020 | Upper 1st | 165 | - | - | 90° | 2 mm from apex of Palatal cusp in the direction of Central fossa |
| Monga | 2009 | Upper | 80 | - | - | 90° | Occlusal inclines of the buccal and lingual cusps |
| Soares | 2008 | / | 50 | + | - | 45° | Buccal and lingual cusps |
| Sengun | 2008 | Lower | 80 | + | - | 45° | Central fossa with lingual orientation |
| Soares | 2008 | Upper | 50 | + | - | 90° | Center occlusal surface |
| Shahrbaf | 2007 | Upper | 60 | - | + | 45° | Palatal cusp |
| Coelho | 2005 | Upper | 90 | - | - | 90° | Buccal and Lingual inclined cuspal planes, not restoration |
| Mondelli | 2007 | Upper 1st | 40 | - | - | 90° | Contacted both cusps simultaneously |
| Skupien | 2016 | Upper | 30 | - | + | 45° | Torward buccal cusp |
| Plotino | 2017 | Upper 1st | 20 | - | - | 30° | Central fossa |
| Gurel | 2016 | Upper | 80 | - | - | 30° | Central fissure of the occlusal surface |
Figure 2Forest plots for intact premolars of PDL simulation.
Figure 3Forest plot for intact premolars in load inclination subgroup.
Figure 4Forest plot for intact premolars in tip position subgroup.
Figure 5Forest plot of intact premolars in thermocycling subgroup.
Heterogeneity summary, PDL Simulation, Load Inclination, Tip Position, Thermocycling in intact premolar subgroup.
| Heterogeneity summary: | ||||||
| Group | df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 11 | 741.34 | 0.000 | 91,125.915 | 98.52 | 67.39 |
| 1 | 4 | 1409.95 | 0.000 | 4.16e+05 | 99.72 | 352.49 |
| Overall | 16 | 396.53 | 0.000 | 5.38e+05 | 99.98 | 908.80 |
| Test of group differences: Q_b = chi2 (1) = 0.75 | Prob > Q_b = 0.386 | |||||
| Heterogeneity summary: | ||||||
| Group | df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 7 | 2118.47 | 0.000 | 3.08e+05 | 99.67 | 302.64 |
| 1 | 8 | 243.53 | 0.000 | 52,820.161 | 96.71 | 30.44 |
| Overall | 16 | 14,540.83 | 0.000 | 5.38e+05 | 97.73 | 908.80 |
| Test of group differences: Q_b = chi2 (1) = 2.77 | Prob > Q_b = 0.096 | |||||
| Heterogeneity summary: | ||||||
| Group | df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 4 | 51.73 | 0.000 | 26,365.250 | 92.27 | 12.93 |
| 1 | 10 | 14,471.58 | 0.000 | 6.30e+05 | 99.93 | 1447.16 |
| Overall | 9 | 14,526.82 | 0.000 | 5.53+05 | 99.90 | 968.45 |
| Test of group differences: Q_b = chi2 (1) = 0.58 | Prob > Q_b = 0.447 | |||||
| Heterogeneity summary: | ||||||
| Group | df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 11 | 14,351.13 | 0.000 | 5.93e+05 | 73.46 | 3.77 |
| 1 | 4 | 88.66 | 0.000 | 58,364.924 | 98.98 | 97.81 |
| Overall | 16 | 14,540.83 | 0.000 | 5.38e+05 | 97.73 | 44.06 |
| Test of group differences: Q_b = chi2 (1) = 0.09 | Prob > Q_b = 0.766 | |||||
Figure 6Forest plot of premolar with 0 wall loss of tip inclination variable.
Summarizing of results in subgroups with 0 walls lost.
| Heterogeneity summary: | ||||||
| Group | df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 5 | 18.84 | 0.002 | 21,296.981 | 73.46 | 3.77 |
| 1 | 3 | 293.42 | 0.000 | 35,790.506 | 98.98 | 97.81 |
| Overall | 9 | 396.53 | 0.000 | 41,939.649 | 97.73 | 44.06 |
| Test of group differences: Q_b = chi2 (1) = 8.97 | Prob > Q_b = 0.003 | |||||
Figure 7Forest plots of thermocycling and tip position in premolar with 1 wall lost.
Summarizing of load inclination and thermocycling subgroup results with 1 wall lost.
| Heterogeneity summary: | ||||||
| Group | df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 0 | 0.00 | - | 0.000 | - | - |
| 1 | 4 | 378.35 | 0.000 | 84,712.462 | 98.94 | 94.59 |
| Overall | 5 | 378.41 | 0.000 | 74,292.555 | 98.68 | 75.68 |
| Test of group differences: Q_b = chi2 (1) = 2.94 | Prob > Q_b = 0.086 | |||||
| Heterogeneity summary: | ||||||
| Group | Df | Q | P > Q | Tau2 | %I2 | H2 |
| 0 | 4 | 129.88 | 0.000 | 28,884.187 | 73.46 | 3.77 |
| 1 | 0 | 0.00 | - | 0.000 | 98.98 | 97.81 |
| Overall | 5 | 14,540.83 | 0.000 | 74,292.555 | 97.73 | 44.06 |
| Test of group differences: Q_b = chi2 (1) = 50.83 | Prob > Q_b = 0.000 | |||||
Figure 8Forest plot of in premolar with 2 walls lost group.
Figure 9Forest plot of tip inclination in premolar with 2 walls lost.
Meta-regression of tip diameter in subgroup with 0 and 2 walls lost.
| Meta es | Coef. | Std. Err. | z | P > z | [95% Conf.Interval] |
|---|---|---|---|---|---|
| Tip diameter | 108.9722 | 109.2411 | 2.24 | 0.025 | 13.43596 |
| cons | 92.22167 | 251.3299 | 0.37 | 0.714 | −400.3759 |
| Test of group differences: Q_res = chi2 (13) = 396.23 | Prob > Q_res = 0.0000 | ||||
| Tip diameter | 54.2533 | 21.42337 | 2.53 | 0.011 | 12.26426 |
| cons | 272.2454 | 114.956 | 2.37 | 0.018 | 46.93586 |
| Test of group differences: Q_res = chi2 (13) = 9033.13 | Prob > Q_res = 0.0000 | ||||