The Use of the Finite Elements Method (FEM) to Determine the Optimal Angle of Force Application in Relation to Grooves Notched into a Zirconia Coping with the Aim of Reducing Load on a Connection with Veneering Ceramic.
Autor: | Śmielak B; Department of Dental Prosthetics, Medical University of Lodz, Ul. Pomorska 251, 92-213 Lodz, Poland., Klimek L; Department of Materials Research, Institute of Materials Science and Engineering, University of Technology, Ul. Stefanowskiego 1/15, 90-924 Lodz, Poland., Świniarski J; Department of Strength of Materials, University of Technology, Ul. Stefanowskiego 1/15, 90-924 Lodz, Poland. |
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Jazyk: | angličtina |
Zdroj: | BioMed research international [Biomed Res Int] 2019 Jul 01; Vol. 2019, pp. 7485409. Date of Electronic Publication: 2019 Jul 01 (Print Publication: 2019). |
DOI: | 10.1155/2019/7485409 |
Abstrakt: | Objective of Study: To investigate, using the FEM, the influence of different notching angles on a zirconium dioxide coping with the aim of establishing the optimal connection conditions with veneering ceramic. Materials and Methods: To calculate the stresses in the connection between zirconia coping and veneering ceramic, a model comprising grooves cut perpendicular was adopted. Such a notch profile was used to design the shape and spacing of the grooves on an FEM model simulating a zirconium dioxide coping. For discretization purposes we used twenty-node solid BRICK elements featuring intermediate nodes with three degrees of freedom in each node. The model was divided into 117 745 finished elements and 439 131 nodes. The problem was solved with a GLU type contact. The same load F = 1N divided by the number of nodes on the external surface was applied to each node of the outer surface of the base. In subsequent computing variants the F load changed the orientation by angle α from 0 ° to 45 ° every 15 °. Results: The highest level of material strain occurs at angle α = 0° σ Conclusions: To reduce the load on the zirconia-veneering ceramic connection, the notches should be made at an angle of α = 45°. |
Databáze: | MEDLINE |
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