The report of the present paper followed the CONSORT (Consolidated Standards of Reporting Trials) guidelines.
Trial Design
This is a two-arm parallel single-blind non-inferiority randomised clinical trial. This study was registered at Clinical Trials website under the registration number (NCT03733522) and approved by the local Ethics Committee (#3.065.654).
Eligibility criteria
The inclusion criteria comprehended children aged between 4 to 8 years old, in good general health conditions, with at least one dentine caries lesion without any pulp involvement or failed restoration that required replacement, whose parents sought for treatment at the University of São Paulo (clinics of paediatric dentistry) and consent in participating in this trial. The exclusion criteria were presence of radiographical pulp exposure, confirmed by bitewings radiographs, or clinical signs of pulp necrosis (clinical pulp exposure, pathological mobility, swelling or fistula). The present trial was nested within another clinical trial, the CARies DEtection in Children (CARDEC-03 - wNCT03520309).
Sample description
The sample size estimation was performed based on the primary outcome (restoration survival) based on a previous publication.20 A survival rate of composite resin restorations after selective caries removal using rubber dam isolation of 66% was found and used as a parameter for the sample estimation. A non-inferiority limit of 15% on the survival rate was considered (alternative hypothesis HR > 0.85). The sample size was increased by 40% for the cluster effect (more than one tooth could be included per child) and 10% to compensate for possible losses during the study. This gave a minimal sample size of 170 teeth. The sample unit was the tooth.
Interventions
All restorations and children’s treatment needs were performed by trained dentists, including general practitioners and specialists in paediatric dentistry. All teeth were randomly allocated between the groups: Rubber dam isolation (RDI) and Cotton roll isolation (CRI) and restored with composite resin (Scotchbond Universal Adhesive system and Filtek BulkFill composite resin − 3M ESPE). In the RDI group, all teeth received previous local anaesthesia and the rubber dam was placed aided by dental clamps). In the CRI group, no local anaesthesia was administered, and the isolation was performed only with cotton rolls and saliva ejector.
Selective caries removal was performed in both groups (dentine-enamel junction was cleaned completely while soft dentin layer was left in the cavity to avoid pulpal exposure). In case of surfaces involving proximal surfaces, a matrix and dental wedge were placed for reestablishment of the contact point. Scotchbond Universal Adhesive system (3M ESPE) in a self-etch mode was applied using a microbrush and light cured for 10s (Schuster Emitter B). Bulkfill composite resin (Filtek BulkFill composite resin − 3M ESPE) was inserted using flat plastic composite spatula into the cavity in layers up to 4mm and light cured for 30s. Excess of material was removed using finishing burs after checking contact points with articulation paper.
All information related to the patient (sex, caries experience-DMFT/dmft and child’s behaviour during the treatment) along with the clinical characteristics of the cavity (new restoration/replacement, number of surfaces involved: single/multisurface, jaw: upper/lower; molar: 1st or 2nd primary molar) were collected by the operators. An external researcher recorded the time spent in each restoration, together with all materials and instruments used during the procedure. The same researcher evaluated the discomfort reported by the patient at the end of the procedure.
Evaluation of restorations
Two blind calibrated examiners (Kappa > 0.90) carried out the evaluations using Roeleveld et al. criteria3 up to 24 months. The scores 00 or 10 were considered a success, whilst scores 11, 12, 13, 20, 21, 30, 40 or 50 were considered as failure of the restoration. The remaining scores 60, 70 and 90 were censored in the survival analysis. If a failure of the restoration was recorded, the replacement/repair of the restoration was performed by the dental team.
Randomization and allocation concealment
The children were randomly assigned into two groups: RDI and CRI. The randomization process was generated by an external researcher who was not involved on the clinical procedures, using the website https://www.sealedenvelope.com/, and designed in blocks of different sizes (4, 6 and 8). Sealed, sequentially numbered, opaque envelopes were used and opened at the time of the restoration. A stratification of the randomisation list was performed considering the number of surfaces involved (single/multisurface) and restoration type (new restoration or restoration replacement). It was not possible to blind the operator and patient due to the clear differences in the protocols between study groups. Only the outcome assessor was blinded to groups.
Outcomes
The primary outcome of this trial is the restoration survival. As secondary outcomes, the differences between the baseline and 2-year incremental cost between the groups were evaluated.
Additionally, the discomfort related to the dental treatment was assessed immediately after the treatment. The child was instructed by the interviewer to select the face that best reflected the way that they felt during treatment using the Wong-Baker Faces Pain Scale (WBFPS).21 The pain score was determined based on the numerical values ranging from 1 to 6.
The behaviour of the child was measured using Frankl’s behaviour rating scale (FBRS).22 It consists of four behaviour categories ranging from definitely positive to definitely negative. The behaviour score was determined based on the numerical values ranging from 1 to 4.
Estimation of costs
Costs for each group were estimated using a micro-costing approach, accounting for professional, instruments, and materials costs (payer’s perspective). For this estimation, the time spent, instruments, and materials used at each procedure were registered by the operators using a specific form. To determine the material costs, an average price from three different Brazilian dental material supplies was used and quantities used during each procedure were registered. For the professional costs, we considered the minimal salary of a dentist and dental nurse according to the Brazilian Federal Law with a 40 hours per week working regime (US$22.29/h US$9.00/h, respectively). A life span of 3 years was accounted for instruments with a monthly usage of 160 hours. All costs were calculated per molar in Brazilian Reais (R$) and converted to US Dollars (US$) using Purchasing Power Parities (PPP) currency values from 2020 23 (1US$ = 2.311 R$).
Statistical analysis
The analysis for the primary outcome (restoration survival) used two-sample non-inferiority test for survival data using Cox Regression (non-inferiority/alternative hypothesis HR > 0.85; CI = 90%). Intention-to-treat analysis was conducted considering the proportion of treatment success at 2 years follow-up (using multiple imputation considering baseline variables) as a sensitivity analysis using non-inferiority test p-value and confidence interval (CI = 95%), derived by from Miettinen and Nurminen's method.4 These analyses were performed using NCSS Statistical software (NCSS 2021, USA).
As a secondary analysis, a shared frailty (child ID) Cox Regression analysis was performed to investigate the association of other independent variables and restoration failure (two-tailed p values were reported). Treatment survival was evaluated using Kaplan-Meier survival analysis and Log-rank test (α = 5%).
The baseline and 2-year incremental total cost were compared using Linear regression analysis considering child’s level and Bootstrap replications were set as 1,000 using Stata 16.0 Software. As cost data presented initially non-parametric distribution, the linear model was built with log-transformed dependent variable and exponentiated coefficient was reported.
For the cost-effectiveness analysis (CEA), we considered the economic impact of using RDI instead of the CRI. The effect was the survival time of the restorations. Therefore, the differences between costs and effects of the strategies were calculated using the following equation:\(\frac{\varDelta Cost}{\varDelta Effect}=\frac{Cost CRI-Cost RDI}{Survival CRI-Survival RDI}\)
A Bayesian approach was used to explore the uncertainties around the values obtained in the CEA. Firstly, data distribution was checked for cost and effects. Subsequently, a Monte-Carlo simulation (10’000) was conducted using XLSTAT 2020. The values were plotted into a cost-effectiveness plane (scatter plots). The proportion of points in each quadrant was calculated and assessed visually.
For the evaluation of both children’s reported discomfort and children’s behaviour reported by the operator, ordinal logistic regression analysis was used considering the child level (α = 5%).