牙种植体插入力矩的解析模型。

Baixuan Yang, A. Irastorza-Landa, P. Heuberger, H. Ploeg
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引用次数: 1

摘要

螺纹种植体的最大插入扭矩(IT)是评估种植体支抗的主要临床测量指标,对临床结果有很大影响。植入扭矩受手术技术、植入物设计和患者因素(如骨密度和质量)的影响。在本研究中,提出了一个分析模型,用于IT分别估计螺纹和锥度的贡献。本研究的目的是检验分析模型是否可以。区分平行壁和锥形植入物;, 2。代表四个因素:骨替代物密度,钻孔方案,种植体表面光洁度和切割凹槽。IT模型分别为螺纹斜面扭矩和锥体界面剪应力在表面上的总和,有两个主要参数:有效力F′,F′和有效压力p′。有效作用力与来自螺纹的夹紧力有关,而有效压力p'与骨-种植体界面处的接触压力有关。该模型表现良好(R2 = 0.88-1.0),可区分平行壁种植体(p′= 0)和锥形种植体(p′= 0.12)。模型的参数可以单独代表这四个因素的影响。高骨替代物密度、两步钻孔方案和粗糙表面均可增加F′和p′。切割槽对F′和p′的影响相反(β4分别= 0.35和-0.24);因此,对IT的净影响最低。因此,所提出的分析模型通过独立考虑螺纹和锥度力学,提高了对牙种植体IT的主要贡献者的理解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analytical model for dental implant insertion torque.
Maximum insertion torque (IT) for threaded dental implants is a primary clinical measurement to assess implant anchorage, and strongly influences the clinical outcome. Insertion torque is influenced by surgical technique, implant designs, and patient factors such as bone density and quality. In this study, an analytical model was proposed for IT to estimate contributions from the thread and taper separately. The purpose of this study was to test if the analytical model could 1. differentiate the parallel-walled and tapered implant; and, 2. represent four factors: bone surrogate density, drill protocol, implant surface finish and cutting flute. The IT was modeled as the sum of the torques from the thread's inclined plane and interface shear stress from the tapered body integrated over the surface area, respectively, with two main parameters: effective force, F', F' and effective pressure, p'. The effective force, relates to the clamping force from the thread, while the effective pressure, p', associates with the contact pressure at the bone-implant interface. The model performed well (R2 = 0.88-1.0) and differentiated between the parallel-walled (p'= 0) and tapered implants (p'= 0.12). The model's parameters could individually represent the effects of the four factors. High bone surrogate density, two-step drill protocol, and rough surface increased both F' and p'. The cutting flute had opposing effects on F' and p' (β4 = 0.35 and -0.24, respectively); and therefore, had the lowest net effect on IT. The proposed analytical model therefore improves the understanding of the principal contributors to dental implant IT by considering thread and taper mechanics independently.
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