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A STUDY ON THE STRESS DISTRIBUTION OF THE ALL CERAMIC CROWNS ACCORDING TO THE CUSP ANGLE OF THE MAXILLARY FIRST PREMOLAR USING THREE DIMENSIONAL FINITE ELEMENT METHOD  

Kim Won-Kyu (Department of Prosthodontics, School of Dentistry, Wonkwang University)
Shin Dong-Kuk (Department of Prosthodontics, School of Dentistry, Wonkwang University)
Song Kie-Bum (Department of Prosthodontics, School of Dentistry, Wonkwang University)
Dong Jin-Keun (Department of Prosthodontics, School of Dentistry, Wonkwang University)
Publication Information
The Journal of Korean Academy of Prosthodontics / v.42, no.1, 2004 , pp. 58-72 More about this Journal
Abstract
Statement of problem : Clinically, maxillary first premolar has a high risk of fracture. This is thought to be caused by the susceptible figure which the maxillary first premolar has In other words, sharp cusp angles of the premolar is thought to influence this situation. Purpose : This study was to know stress distribution of all-ceramic crown according to the cusp angle. Material and Method : It was manufactured a three dimensional finite element model simplified maxillary first premolar, and then analyzed stress distribution when cusp angle was each $80^{\circ}$, $90^{\circ}$, $100^{\circ}$, $110^{\circ}$ and $120^{\circ}$. Results and conclusion : 1. The von Misses stress showed that stress decreases as cusp angle increases in the central groove of the occlusal surface. 2. It showed that maximum principal stress was centered at the region of the central groove of the occlusal surface and a region which the force was inflicted. And also it appeared high on the lingual and buccal side of finish line. 3. The X axis of normal stress was focused in the central groove of the occlusal surface. The Y axis normal stress appeared high in the central groove of the occlusal surface, buccal and lingual side. 4. The Stress near the finish line showed a low value compared with stress in the region of the central groove of the occlusal surface. 5. It shows that the most dangerous angle for tooth fracture was on $80^{\circ}$ of the cusp angle and low on $120^{\circ}$ of its.
Keywords
All-ceramic crown; Cusp angle; Finite element method;
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