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This research enhances Bayesian bias-adjustment models in meta-analysis by incorporating risk of bias (RoB) assessments and addressing estimate overconfidence. It introduces a prior distribution for between-study heterogeneity to reduce estimate distortion and prevent narrow credible intervals (CrIs). Real data analysis shows that a Gamma prior with specific parameters (α = 2, λ ≥ 10) yields smaller overall effect size estimates and wider CrIs, indicating increased uncertainty and larger between-study heterogeneity. These findings align with theoretical expectations and underscore the importance of careful prior selection. The study preserves RoB assessment information and offers a practical solution to potential model paradoxes, improving the robustness and reliability of evidence-based decision-making in bias-prone educational research.