A new way of analyzing tooth movement using universal coordinate system geometry single point superposition in a 3D model

ABSTRACT Introduction: Superposing 3D models is an imminent need. However, current methods rely on marking multiple points on the maxilla and mandible, which could increase point marking and overlapping errors. Objective: This study aimed at developing a method for superimposing 3D models of the max...

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Veröffentlicht in:Dental press journal of orthodontics 2023, Vol.28 (4), p.e232333-e232333
Hauptverfasser: SOUZA, Rodrigo Xavier Silveira de, SOUZA, Gustavo Almeida Silveira de, COLARES, João Pacheco, IANNI, Tânia Mara de Souza, MAGALHÃES, Cláudia Silami de, GUERRERO-VARGAS, José Alejandro, MONTALVANY-ANTONUCCI, Carina Cristina, MACARI, Soraia
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Sprache:eng
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Zusammenfassung:ABSTRACT Introduction: Superposing 3D models is an imminent need. However, current methods rely on marking multiple points on the maxilla and mandible, which could increase point marking and overlapping errors. Objective: This study aimed at developing a method for superimposing 3D models of the maxillary and mandibular arches with Autodesk Inventor® engineering software, using a single universal coordinate system (UCS) point superposition. Methods: A total of 104 STL (stereolithography) models of the maxillary and mandibular arches exported from My iTero® platform were retrospectively selected, in which T0 and T1 were the initial and refinement periods, respectively (n=26 per group). The X, Y, and Z coordinates associated with a single point in each arch were inserted into the models with SlicerCMF® software for model orientation. The arch models with UCS registration were transferred to Autodesk Inventor® for superimposition and to measure tooth movements performed during Invisalign® treatment. Arch expansion, intrusion and rotation were analyzed by two examiners. The statistics were performed using intraclass correlation coefficients (ICC), Dahlberg’s formula, and t-test (p0.90). A systematic error was not found concerning linear and angular measurements (
ISSN:2176-9451
2177-6709
2177-6709
DOI:10.1590/2177-6709.28.4.e232333.oar