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A COMPONENT-WISE APPROACH TO ANALYSE A COMPOSITE LAUNCHER STRUCTURE SUBJECTED TO LOADING FACTOR

机译:一种受载荷因素影响的复合发射器结构的明智分析方法

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The space structures are realized by combining skin and reinforced components, such as longitudinal reinforcements called stringers and transversal reinforcements called ribs. These reinforced structures allow two main design requirements to be satisfied, the former is the light weight and the latter is a high strength. Solid models (3D) are widely used in the Finite Element Method (FEM) to analyse space structures because they have a high accuracy, in contrast they also have a high number of degrees of freedoms (DOFs) and huge computational costs. For these reasons the one-dimensional models (1D) are gaining success as alternative to 3D models. Classical models, such as Euler-Bernoulli or Timoshenko beam theories, allow the computational cost to be reduced but they are limited by their assumptions. Different refined models have been proposed to overcome these limitations and to extend the use of 1D models to the analysis of complex geometries or advanced materials. In this work very complex space structures are analyzed using 1D model based on the Carrera Unified Formulation (CUF). The free-vibration analysis of isotropic and composite structures are shown. The effects of the loading factor on the natural frequencies of an outline of launcher similar to the Arian V have been investigated. The results highlight the capability of the present refined one-dimensional model to reduce the computational costs without reducing the accuracy of the analysis.
机译:空间结构是通过将蒙皮和增强组件(例如称为纵梁的纵向增强筋和称为肋骨的横向增强筋)组合在一起而实现的。这些加固结构可以满足两个主要设计要求,前者重量轻,后者强度高。实体模型(3D)由于具有较高的精度而在有限元方法(FEM)中被广泛使用,因为它们具有很高的精度,相比之下,它们还具有大量的自由度(DOF)和巨大的计算成本。由于这些原因,一维模型(1D)可以替代3D模型而获得成功。诸如Euler-Bernoulli或Timoshenko束理论之类的经典模型可以降低计算成本,但受到其假设的限制。已经提出了各种改进的模型来克服这些限制,并将一维模型的使用扩展到复杂几何形状或高级材料的分析中。在这项工作中,使用基于Carrera统一公式(CUF)的一维模型分析了非常复杂的空间结构。显示了各向同性和复合结构的自由振动分析。研究了载荷因子对类似于阿里安五号发射器轮廓的固有频率的影响。结果突出了本改进的一维模型在不降低分析准确性的情况下减少计算成本的能力。

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