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Modeling of crack repair using piezoelectric material: XFEM approach

机译:压电材料裂纹修复建模:XFEM方法

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Purpose The purpose of this paper is to analyze the repair of a straight and angular crack in the structure using a piezoelectric material under thermo-mechanical loading by the extended finite element method (XFEM) approach. This provides a general and simple solution for the modeling of crack in the structure to analyze the repair. Design/methodology/approach The extended finite element method is used to model crack geometry. The crack surface is modeled by Heaviside enrichment function while the crack front is modeled by branch enrichment functions. Findings The effectiveness of the repair is measured in terms of stress intensity factor and J-integral. The critical voltage at which patch repair is most effective is evaluated and presented. Optimal patch shape, location of patch, adhesive thickness and adhesive modulus are obtained for effective repair under thermo-mechanical loading environment. Originality/value The presented numerical modeling and simulation by the XFEM approach are of great benefit to analyze crack repair in two-dimensional and three-dimensional structures using piezoelectric patch material under thermo-mechanical loading.
机译:目的本文的目的是通过延长有限元方法(XFEM)方法在热机械负载下使用压电材料来分析结构中的直角和角裂缝的修复。这提供了一种用于在结构中建模的一般和简单的解决方案,以分析修复。设计/方法/方法扩展有限元方法用于模拟裂缝几何形状。裂缝表面是通过浓缩功能的模拟模拟的,而裂缝前沿由分支富集功能建模。发现修复的有效性在应力强度因子和J-Intional方面测量。评估和呈现补丁修复最有效的临界电压。在热机械负载环境下获得最佳贴片形状,贴片位置,粘合剂厚度和粘合模量的有效修复。原创性/值通过在热机械负载下使用压电贴片材料分析二维和三维结构中的裂纹修复,XFEM方法的呈现数值/值具有很大的益处。

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