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Insights into geometric deviations of medical 3d-printing: a phantom study utilizing error propagation analysis
Lukas Juergensen1, Robert Rischen2, Julian Hasselmann1,3
1Department of General Orthopedics and Tumor Orthopedics, University Hospital Muenster, Münster, 48149, Germany.
3D Printing in Medicine
|November 22, 2024
Summary
Medical 3D-printing quality assurance requires analyzing segmentation, digital editing, and printing errors. Error propagation analysis helps understand cumulative geometric deviations for process optimization and patient safety.
Area of Science:
- Medical 3D-printing
- Quality Assurance
- Geometric Deviation Analysis
Background:
- Medical 3D-printing necessitates robust quality assurance due to potential errors in segmentation, digital editing, and printing.
- Current approaches lack a unified concept for evaluating these partial errors and their cumulative effect.
- Understanding error propagation is crucial for ensuring patient safety and optimizing the 3D-printing process.
Purpose of the Study:
- To individually evaluate segmentation error (SegE), digital editing error (DEE), and printing error (PrE).
- To examine the cumulative effect of partial errors using error propagation.
- To identify key parameters influencing geometric deviations in medical 3D-printing.
Main Methods:
- Surface deviation analyses were employed to assess partial errors.
- Investigated the impact of parameters like CT slice thickness, reconstruction kernel, threshold, software, and printer type.
- Calculated total error as the sum of SegE, DEE, and PrE.
Main Results:
- Higher threshold values and thicker CT slices increased segmentation deviations.
- Bone kernel segmentations showed artifact formation; soft kernels were advantageous.
- Printing errors were primarily influenced by build plate adhesion; total error ranged from 0.0093 mm to 0.3494 mm.
Conclusions:
- Identified critical parameters influencing geometric deviations in medical 3D-printing.
- Error propagation provides a framework for understanding cumulative errors and enabling analytical approaches.
- Soft reconstruction kernels are beneficial for segmentation quality.

