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作 者:苏峰梅[1] 张晓真[1] 赵毅[1] 汤春波[1] 周储伟[2] 孙玉林[2] 丁月新[2]
机构地区:[1]南京医科大学附属口腔医院种植科,主治医师江苏210029 [2]南京航空航天大学航空宇航学院,教授江苏210016
出 处:《中华老年口腔医学杂志》2016年第2期104-108,共5页Chinese Journal of Geriatric Dentistry
基 金:国家自然科学基金(项目编号:81470778);江苏高校优势学科建设工程资助(项目编号:2014-37)
摘 要:目的:在8颗种植体支持的上颌无牙牙合固定义齿修复设计中,通过对有限元模型的应力分布分析,选择最佳种植位点设计。方法:在牙列缺失上颌建立8颗种植体支持的6种固定义齿三维有限元模型。以国际牙科联盟的FDI牙位表示法命名,模型Ⅰ:11,13,15,17,21,23,25,27;模型Ⅱ:13,14,15,17,23,24,25,27;模型Ⅲ:11,14,16,17,21,24,26,27;模型Ⅳ:14,15,16,17,24,25,26,27;双侧不对称模型Ⅴ:11,14,15,17,21,24,25,26;模型Ⅵ:11,13,15,16,21,23,25,26。300N的应力垂直加载于固定义齿右侧第一、二磨牙近中舌尖颊斜面(与水平面呈30°角)。利用ABAQUS软件进行力学分析。结果:越靠近应力加载位置,种植体承担的应力越大,应力主要集中在磨牙区,且在末端种植体颊侧颈部显著集中,单端悬臂应力较双端悬臂应力更为集中。末端种植体应力由小到大依次为模型Ⅰ<模型Ⅵ<模型Ⅲ<模型Ⅳ<模型Ⅱ<模型Ⅴ,模型Ⅴ是模型Ⅰ的1.8倍。同一模型中,末端种植体承担应力是中间种植体的7倍。结论:种植体的位置排列影响应力分布,种植体分布越分散,越能有效分散咬合力,应力分配更为合理。Objective: To study stress distribution of eight impiants with different location on edentulous maxilla using the three-dimensional finite element methode. Methods:A three-dimensional finite element model of edentulous maxilla with eight implants restoration wsa established. According to the location of eight implants,there were six models:ModelⅠ : 11, 13, 15, 17, 21, 23, 25, 27; Model Ⅱ : 13, 14, 15, 17, 23, 24, 25, 27; Model Ⅲ :11, 14, 16, 17, 21, 24, 26, 27; Model Ⅳ : 14, 15, 16, 17, 24, 25, 26, 27; Model Ⅴ :11,14,15,17,21,24,25,26; Model Ⅵ: 11,13,15,16,21,23,25,26..300 N vertical static force was loaded on the mesial-lingual cusps of the right first molar and second molar(obliquely 30° to the horizontal plane)respectively to simulate chewing. Equivalent stress values of implants on the edentulous maxilla model were calculated using ABAQUS software. Results: The stress mainly concentrated on?implants in the molar areas, especially on the buccal cervical of the terminal implants. The stress on terminal implants were arranged in order as follows: Model IModel VIModel IIIModel IVModel IIModel V. Model V was 1.8 times the stress of Model I. In the same model,the stress on?terminal implant was 7 times that on the mesial implants. Conclusion: The location of the implants affects the stress distribution. The more dispersive the positions are, the more ideal the stress distributes.
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