Best Theory Diagrams for Laminated Composite Shells Based on Failure Indexes

M. Petrolo, P. Iannotti
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引用次数: 1

Abstract

This paper presents a novel approach to developing 2D structural theories for composite shells. The proposed approach uses the capabilities of the Carrera Unified Formulation (CUF) in conjunction with the Axiomatic/Asymptotic Method (AAM) to obtain the best theories for given structural layouts. Different structural cases are considered to analyze the influence of factors such as boundary conditions, lamination, and thickness on the accuracy of a model. The parameter chosen to evaluate a model’s performance is based on the Failure Indexes (FI) defined by the Hashin Failure criteria for unidirectional fiber composites. The outcome of this procedure is the Best Theory Diagram (BTD), containing the graphical representation of the highest accuracy as a function of the number of adopted unknowns. The results show the importance of higher-order terms to capture stress fields and the influence of thickness on the definition of the best theories.

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基于失效指标的复合材料层合壳体最佳理论图
本文提出了一种开发复合材料壳体二维结构理论的新方法。所提出的方法将Carrera统一公式(CUF)的能力与公理/渐进方法(AAM)相结合,以获得给定结构布局的最佳理论。考虑不同的结构情况,分析边界条件、层合和厚度等因素对模型精度的影响。选择用于评估模型性能的参数是基于单向纤维复合材料的Hashin失效标准定义的失效指数(FI)。该程序的结果是最佳理论图(BTD),其中包含作为所采用的未知数数量的函数的最高精度的图形表示。结果表明了高阶项对捕捉应力场的重要性,以及厚度对最佳理论定义的影响。
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