Àá½Ã¸¸ ±â´Ù·Á ÁÖ¼¼¿ä. ·ÎµùÁßÀÔ´Ï´Ù.

À¯ÇÑ¿ä¼Ò ºÐ¼®À» ÀÌ¿ëÇÑ ÇÏÁß À§Ä¡¿¡ µû¸¥ ±¸Ä¡ºÎ ÀÓÇöõÆ® ±¹¼ÒÀÇÄ¡ ÁöÁö°ñÀÇ ÀÀ·Â ºÐÆ÷ ¿¬±¸

Finite element analysis of stress distribution on supporting bone of posterior implant partial dentures by loading location

´ëÇÑÄ¡°ú±â°øÇÐȸÁö 2007³â 29±Ç 1È£ p.93 ~ 101
¼Õ¼º½Ä, ±è¿µÁ÷, À̸í°ï,
¼Ò¼Ó »ó¼¼Á¤º¸
¼Õ¼º½Ä ( Son Sung-Sik ) - ÀÎÁ¦Ä¡°ú±â°ø¼Ò
±è¿µÁ÷ ( Kim Young-Jick ) - ºÎ»ê°¡Å縯´ëÇб³ Ä¡±â°ø°ú
À̸í°ï ( Lee Myung-Kon ) - ºÎ»ê°¡Å縯´ëÇб³ º¸°Ç°úÇдëÇÐ Ä¡±â°øÇаú

Abstract


The purpose of this study is to evaluate the effect of three different oblique mechanical loading to occlusal surfaces of posterior implant partial dentures on the stress distributions in surrounding bone, using 3-dimensional finite element method. A 3-dimensional finite element model of a posterior implant partial dentures composed of three unit implants, simplified 3 gold alloy crown and supporting bone was developed according to the design of AVANA self tapping implant for this study. Three kinds of surface distributed oblique loads(300 N) are applied to following occlusal surfaces in the three crowns; 1) All occlusal surfaces in the three crown(load of 300 N was shared to three crown), 2) Occlusal surface of centered crown (load of 300 N was applied to a centered crown), 3) Occlusal surface of proximal crown(load of 300 N was applied to a distal proximal crown). In the results, 141 MPa of maximum von Mises stress was calculated at third loading condition and 98 MPa of minimum von Mises stress was calculated at first loading condition. From the results, location and type of occlusive loading conditions are important for the safety of supporting bone.

Å°¿öµå

finite element analysis;implant;supporting bone

¿ø¹® ¹× ¸µÅ©¾Æ¿ô Á¤º¸

µîÀçÀú³Î Á¤º¸

KCI