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Antheunis Versluis
Researcher at University of Tennessee Health Science Center
Publications - 155
Citations - 6006
Antheunis Versluis is an academic researcher from University of Tennessee Health Science Center. The author has contributed to research in topics: Shrinkage & Enamel paint. The author has an hindex of 40, co-authored 145 publications receiving 5253 citations. Previous affiliations of Antheunis Versluis include University of Minnesota.
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Does an Incremental Filling Technique Reduce Polymerization Shrinkage Stresses
TL;DR: The study shows that the assessment of intercuspal distance measurements as well as simplifications based on generalization of the shrinkage stress state cannot be sufficient to characterize the effect of polymerization shrinkage in a tooth-restoration complex.
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Why do Shear Bond Tests Pull Out Dentin
TL;DR: A failure accumulation simulation program was developed which determined localized failure interactively "on the fly" with a finite element solver, and also included brittle behavior, adhesive and cohesive failure, stochastic response, and dynamic remeshing, and confirmed the tensile monolithic fracture hypothesis.
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Do Dental Composites Always Shrink Toward the Light
TL;DR: It was concluded that composite does not shrink toward the light, but that the direction is predominantly determined by cavity shape and bond quality, as well as the polymerization process, the curing procedure, and the bond quality.
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Polymerization stress, shrinkage and elastic modulus of current low-shrinkage restorative composites
Leticia Cristina Cidreira Boaro,Flávia Gonçalves,T.C. Guimarães,Jack L. Ferracane,Antheunis Versluis,Roberto Ruggiero Braga +5 more
TL;DR: To compare currently available low-shrinkage composites with others regarding polymerization stress, volumetric shrinkage (total and post-gel), shrinkage rate and elastic modulus, seven BisGMA-based composites were tested.
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Residual shrinkage stress distributions in molars after composite restoration.
TL;DR: The validated model indicated that shrinkage stress cannot be based on composite properties or restoration configuration alone, but has to be approached as a distributed pattern that depends on the location and on the properties of tooth and restoration, geometry, constraints, and restoration procedures.