Abstract

This study aimed to determine the feasibility of using optical coherence elastography to measure internal displacements during the curing phase of a light-activated, resin-based composite material. Displacement vectors were spatially mapped over time within a commercial dental composite. Measurements revealed that the orientation of cure-induced displacement vectors varied spatially in a complex manner; however, each vector showed a systematic evolution with time. Precision of individual displacements was estimated to be ∼1 ∼1 to 2 μm 2 μm , enabling submicrometer time-varying displacements to be detected.

Highlights

  • Light-activated, resin-based composites (RBCs) are widely used in both industry[1] and medicine.[2]

  • Displacement precision was greater laterally compared to axially. This is because the lateral pixel spacing (6.9 μm) was ∼ð6.9 μm − 9.1 μmÞ∕9.1 μm 1⁄4 24% smaller than the lateral point spread function (PSF) full width half maxima (FWHM) (9.1 μm), compared to the axial pixel spacing (9.5 μm) that was ð9.5 μm − 7.8 μmÞ∕7.8 μm 1⁄4 21% larger than the corresponding axial PSF FWHM (7.8 μm)

  • Lateral sampling density can be controlled experimentally, for this work it was preferred to maximize the scan width relative to the number of A-scans permitted by the specific optical coherence tomography (OCT) implementation

Read more

Summary

Introduction

Light-activated, resin-based composites (RBCs) are widely used in both industry[1] and medicine.[2] In dentistry, they have largely replaced mercury-based dental.[3]. Light cure RBCs are typically composed of a monomer (i.e., bisGMA, UDMA, TEGDMA), a filler material (silica and various bioglasses), and a photoinitiator system (Camphorquinone/ dimethylaminoethyl methacrylate).[1,2] Illumination of the RBC with light, corresponding to the photoinitiator absorption wavelength initiates polymerization and consequent hardening of the resin into a solid material. Varying degrees of polymerization[10] are expected to result in a spatially varying elastic modulus.[11]

Objectives
Methods
Results
Conclusion
Full Text
Paper version not known

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call