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A unified finite element method for engineering systems with hybrid uncertainties

机译:具有混合不确定性的工程系统的统一有限元方法

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摘要

The finite element method (FEM) is established as one of the most popular and powerful tools in analysis and design of engineering systems. However, the method can only be used at an advanced (or detail) design stage when a designer has developed sufficient confidence in the design scheme. In the early (or conceptuall preliminary) design phase, the method can not be used directly due to the existence of uncertainties of various types. In this work, a procedrue is proposed for the FEM to handle endineering systems in the presence of hybrid uncertainties that are characterized by randomness (or stochastic uncertainty) and fuzziness (or design imprecision). The proposed scheme utilizes the techniques of stochastic and fuzzy FEMs in a unified manner to investigate the effects of both input random and fuzzy uncertainties on the output system response. Interpretations of the generated solution space and guidelines in selection of an appropriate solution, according to specific design requirements, are discussed. Two numerical examples are presented to illustrate the computational aspects of the proposed scheme. The current procedure is expected to enhance the understanding of designers regarding the effects of uncertainties in an evolutionary design process, especially in the conceptual or preliminary design phase.
机译:有限元方法(FEM)被确立为工程系统分析和设计中最流行和功能最强大的工具之一。但是,该方法只能在设计人员对设计方案具有足够的信心时,才可以在高级(或详细)设计阶段使用。在早期(或概念性初步)设计阶段,由于存在各种类型的不确定性,因此无法直接使用该方法。在这项工作中,为有限元法提出了一种程序,用于在存在以随机性(或随机性不确定性)和模糊性(或设计不精确性)为特征的混合不确定性的情况下处理端部工程系统。所提出的方案以统一的方式利用随机和模糊有限元技术来研究输入随机和模糊不确定性对输出系统响应的影响。讨论了对生成的解决方案空间的解释以及根据特定的设计要求选择合适的解决方案的准则。给出两个数值示例,以说明所提出方案的计算方面。预期当前的程序将增强设计人员对进化设计过程中不确定性影响的理解,尤其是在概念设计或初步设计阶段。

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