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用马尔可夫链和随机有限元公式研究机械钛基台的随机疲劳。

A random fatigue of mechanize titanium abutment studied with Markoff chain and stochastic finite element formulation.

作者信息

Prados-Privado María, Prados-Frutos Juan Carlos, Calvo-Guirado José Luis, Bea José Antonio

机构信息

a Applied Modelling and Instrumentation Group , Aragón Institute of Engineering Research, University of Zaragoza , Zaragoza , Spain.

b Faculty of Health Sciences, Department of Medicine and Surgery (Stomatology Area) , Rey Juan Carlos University , Madrid , Spain.

出版信息

Comput Methods Biomech Biomed Engin. 2016 Nov;19(15):1583-91. doi: 10.1080/10255842.2016.1170124. Epub 2016 Apr 13.

Abstract

To measure fatigue in dental implants and in its components, it is necessary to use a probabilistic analysis since the randomness in the output depends on a number of parameters (such as fatigue properties of titanium and applied loads, unknown beforehand as they depend on mastication habits). The purpose is to apply a probabilistic approximation in order to predict fatigue life, taking into account the randomness of variables. More accuracy on the results has been obtained by taking into account different load blocks with different amplitudes, as happens with bite forces during the day and allowing us to know how effects have different type of bruxism on the piece analysed.

摘要

为了测量牙种植体及其部件的疲劳情况,有必要进行概率分析,因为输出结果的随机性取决于多个参数(如钛的疲劳性能和所施加的载荷,由于它们取决于咀嚼习惯,事先未知)。目的是应用概率近似来预测疲劳寿命,同时考虑变量的随机性。通过考虑具有不同幅值的不同载荷块,已在结果上获得了更高的准确性,就像白天咬合力的情况一样,这使我们能够了解不同类型的磨牙症对所分析部件的影响。

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