Survival Predictions of Ceramic Crowns Using Statistical Fracture Mechanics

This work establishes a survival probability methodology for interface-initiated fatigue failures of monolithic ceramic crowns under simulated masticatory loading. A complete 3-dimensional (3D) finite element analysis model of a minimally reduced molar crown was developed using commercially availabl...

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Published inJournal of dental research Vol. 96; no. 5; pp. 509 - 515
Main Authors Nasrin, S., Katsube, N., Seghi, R.R., Rokhlin, S.I.
Format Journal Article
LanguageEnglish
Published Los Angeles, CA SAGE Publications 01.05.2017
SAGE PUBLICATIONS, INC
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Abstract This work establishes a survival probability methodology for interface-initiated fatigue failures of monolithic ceramic crowns under simulated masticatory loading. A complete 3-dimensional (3D) finite element analysis model of a minimally reduced molar crown was developed using commercially available hardware and software. Estimates of material surface flaw distributions and fatigue parameters for 3 reinforced glass-ceramics (fluormica [FM], leucite [LR], and lithium disilicate [LD]) and a dense sintered yttrium-stabilized zirconia (YZ) were obtained from the literature and incorporated into the model. Utilizing the proposed fracture mechanics–based model, crown survival probability as a function of loading cycles was obtained from simulations performed on the 4 ceramic materials utilizing identical crown geometries and loading conditions. The weaker ceramic materials (FM and LR) resulted in lower survival rates than the more recently developed higher-strength ceramic materials (LD and YZ). The simulated 10-y survival rate of crowns fabricated from YZ was only slightly better than those fabricated from LD. In addition, 2 of the model crown systems (FM and LD) were expanded to determine regional-dependent failure probabilities. This analysis predicted that the LD-based crowns were more likely to fail from fractures initiating from margin areas, whereas the FM-based crowns showed a slightly higher probability of failure from fractures initiating from the occlusal table below the contact areas. These 2 predicted fracture initiation locations have some agreement with reported fractographic analyses of failed crowns. In this model, we considered the maximum tensile stress tangential to the interfacial surface, as opposed to the more universally reported maximum principal stress, because it more directly impacts crack propagation. While the accuracy of these predictions needs to be experimentally verified, the model can provide a fundamental understanding of the importance that pre-existing flaws at the intaglio surface have on fatigue failures.
AbstractList This work establishes a survival probability methodology for interface-initiated fatigue failures of monolithic ceramic crowns under simulated masticatory loading. A complete 3-dimensional (3D) finite element analysis model of a minimally reduced molar crown was developed using commercially available hardware and software. Estimates of material surface flaw distributions and fatigue parameters for 3 reinforced glass-ceramics (fluormica [FM], leucite [LR], and lithium disilicate [LD]) and a dense sintered yttrium-stabilized zirconia (YZ) were obtained from the literature and incorporated into the model. Utilizing the proposed fracture mechanics-based model, crown survival probability as a function of loading cycles was obtained from simulations performed on the 4 ceramic materials utilizing identical crown geometries and loading conditions. The weaker ceramic materials (FM and LR) resulted in lower survival rates than the more recently developed higher-strength ceramic materials (LD and YZ). The simulated 10-y survival rate of crowns fabricated from YZ was only slightly better than those fabricated from LD. In addition, 2 of the model crown systems (FM and LD) were expanded to determine regional-dependent failure probabilities. This analysis predicted that the LD-based crowns were more likely to fail from fractures initiating from margin areas, whereas the FM-based crowns showed a slightly higher probability of failure from fractures initiating from the occlusal table below the contact areas. These 2 predicted fracture initiation locations have some agreement with reported fractographic analyses of failed crowns. In this model, we considered the maximum tensile stress tangential to the interfacial surface, as opposed to the more universally reported maximum principal stress, because it more directly impacts crack propagation. While the accuracy of these predictions needs to be experimentally verified, the model can provide a fundamental understanding of the importance that pre-existing flaws at the intaglio surface have on fatigue failures.
Author Katsube, N.
Rokhlin, S.I.
Seghi, R.R.
Nasrin, S.
AuthorAffiliation 3 Department of Materials Science and Engineering, The Ohio State University, Columbus, OH, USA
1 Department of Mechanical and Aerospace Engineering, The Ohio State University, Columbus, OH, USA
2 College of Dentistry, The Ohio State University, Columbus, OH, USA
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Issue 5
Keywords mathematical modeling
computer simulation
mastication
finite element analysis
minimally invasive dentistry
stress analysis
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Snippet This work establishes a survival probability methodology for interface-initiated fatigue failures of monolithic ceramic crowns under simulated masticatory...
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SubjectTerms Accuracy
Ceramics - chemistry
Computer Simulation
Crowns
Dental Porcelain - chemistry
Dental Restoration Failure
Dental Stress Analysis
Dentists
Failure
Finite Element Analysis
Finite element method
Fracture mechanics
Lithium
Mastication
Metal fatigue
Probability
Research Reports
Statistical prediction
Stress analysis
Survival
Survival analysis
Teeth
Yttrium
Zirconia
Title Survival Predictions of Ceramic Crowns Using Statistical Fracture Mechanics
URI https://journals.sagepub.com/doi/full/10.1177/0022034516688444
https://www.ncbi.nlm.nih.gov/pubmed/28107637
https://www.proquest.com/docview/2300609700
https://search.proquest.com/docview/1861584810
https://pubmed.ncbi.nlm.nih.gov/PMC5453496
Volume 96
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