Discussion : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [1]
FEA is useful for mechanical simulations of a living body and has been used in implant dentistry research under careful consideration of the analysis conditions [32, 33]. Although some reports have demonstrated that bone density varies according to bone type and location, the material properties of the mandible were homogenous and isotropic in this study. However, the effect of this difference was considered to be negligible under the confirmation of the displacement of teeth and implants because of its far larger elastic modulus and far smaller strain than those of soft tissues, such as TMJs and PDL. Since the purpose of the present study was to examine the distribution of occlusal forces on the occlusal surface, occlusal forces should be mainly affected by the displaceability of TMJs and teeth, not by that of osseointegrated implants.
The FEMs in this study were based on those reported by Kasai et al. [14] and Kayumi et al. [15]. The displaceability of TMJs was regarded as that of the cartilage [30] because it has a far smaller elastic modulus than that of the TMJ disc [34, 35]. Therefore, the elastic modulus of the springs corresponding to TMJs was determined based on the thicknesses of the TMJ disc [36] and articular cartilage [35], the stress-strain curve of the intervertebral discs [30], and the displacement of the condyle [37, 38] in intercuspal clenching by indirect measurement. Although the material properties of the human body vary on an individual basis, the models used in this study were therefore considered to be appropriate to investigate the distribution of occlusal forces on the teeth, implants, and TMJs.
Based on previous literature [31, 39], occlusal loading of 200 N was considered to correspond with hard clenching. However, a previous study indicated that the maximum biting force (400 N) was better for occlusal adjustment with intercuspal clenching. Therefore, this study was performed with the assumption that the maximum functional force was 400 N. Occlusal loading of 100 N was considered to correspond with light clenching while loading of 200 N was considered to correspond with middle clenching. Calculations were also performed under a load of 800 N, which was assumed to be the maximum nonfunctional occlusal force, such as that exerted in nocturnal bruxism. Because of the difficulty of controlling nocturnal bruxism, this value was considered to be sufficient to include as the condition under maximum force [40]. However, Hattori et al. [41] described that neuromuscular regulatory systems control maximum clenching strength under various occlusal conditions. Therefore, the large force used in this study may not occur clinically in the SDA except in the case of nocturnal bruxism.
Serial posts:
- Abstract : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis
- Background : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [1]
- Background : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [2]
- Methods : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [1]
- Methods : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [2]
- Methods : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [3]
- Results : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [1]
- Results : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [2]
- Results : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [3]
- Discussion : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [1]
- Discussion : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [2]
- Discussion : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [3]
- Conclusions : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis
- References : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [1]
- References : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [2]
- References : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [3]
- References : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis [4]
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- About this article : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis
- Table 1 Material properties : Significance of mandibular molar replacement with a dental implant: a theoretical study with nonlinear finite element analysis
- Fig. 1. Three-dimensional finite element model. The tooth roots and implant bodies are displayed with permeability. a Im67, b Im6, c Im4567, d Im456, e MT67, and f MT7 : Significance of mandibular molar replacement with a dental implant
- Fig. 2. Load displacement curves of springs : Significance of mandibular molar replacement with a dental implant
- Fig. 3. Load displacement curves of natural teeth in FE model : Significance of mandibular molar replacement with a dental implant
- Fig. 4. Three-dimensional finite element model with natural teeth and no defect : Significance of mandibular molar replacement with a dental implant
- Fig. 5. Distribution of occlusal force in the natural teeth model displayed in Fig.4 : Significance of mandibular molar replacement with a dental implant
- Fig. 6. Springs for opposing teeth and TMJs and load directions. Arrows indicate loads, arrowheads indicate restricted nods, and spiral lines indicate springs : Significance of mandibular molar replacement with a dental implant
- Fig. 7. Initializing models altering the load displacement curves of springs : Significance of mandibular molar replacement with a dental implant
- Fig. 8. Distribution of occlusal force in models. a Im67, b Im6, c Im4567, d Im456, e MT67, and f MT7. R right TMJ, L left TMJ, 4 first premolar, 5 second premolar, 6 first molar, and 7 second molar. Numbers within circles indicate implant superstructure : Significance of mandibular molar replacement with a dental implant