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Hybrid transfinite element methodology: Concepts formulations, and applicability for interdisciplinary thermal-structural modeling/analysis.

机译:混合超有限元方法:概念表述和跨学科热结构建模/分析的适用性。

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摘要

Thermal-structural modeling and analysis is of considerable practical importance to designers who are concerned with the problems related to temperature-induced displacements and subsequent stresses, including the aspects of thermally induced structural dynamics. Flight vehicle structures that have significant aerothermal-structural interactions and that are typical of aerospace and large space structures, hypersonic cruise vehicles, etc., are some examples in the aerospace areas where these components/configurations commonly encounter thermal deformations and stresses. There are also various other engineering problems of practical importance in related mechanical, civil, and nuclear engineering fields where temperature effects on structures and materials is an important concern. The complexity and the interdisciplinary nature of thermal-structural mechanics for such problems significantly affects the response characteristics and makes the combined analysis challenging.;A "unified" computational approach for interdisciplinary thermal-structural mechanics/dynamics is described. The proposed approach is based on a hybrid methodology which combines the modeling versatility of contemporary finite elements in conjunction with transform methods and classical Bubnov-Galerkin schemes. Applicability of the proposed methodology for a class of transient nonlinear and linear thermal-structural mechanics/dynamics is herein demonstrated for thermally induced deformations and thermal-stress waves and thermal-structural dynamic applications. Characteristic features of the methodology are presented via generalized formulations and comparative samples of numerical test cases highlight the capabilities of the proposed concepts.
机译:对于关注与温度引起的位移和后续应力(包括热引起的结构动力学方面)有关的问题的设计人员而言,热结构建模和分析具有相当大的实际意义。在航空和大型空间结构,超音速巡航飞行器等中具有典型的航空热结构相互作用的飞行器结构是航空航天领域中的一些示例,这些组件/配置通常会遇到热变形和应力。在相关的机械,土木和核工程领域中,还存在许多其他具有实际重要性的工程问题,其中温度对结构和材料的影响是一个重要的问题。热结构力学对此类问题的复杂性和跨学科性质极大地影响了响应特性,使组合分析更具挑战性。;描述了跨学科热结构力学/动力学的“统一”计算方法。所提出的方法基于一种混合方法,该方法结合了当代有限元的建模通用性,变换方法和经典的Bubnov-Galerkin方案。本文证明了所提出的方法对于一类瞬态非线性和线性热结构力学/动力学的适用性,用于热诱发的变形和热应力波以及热结构动力学应用。该方法的特征通过广义公式表示,数值测试案例的比较样本突出了所提出概念的功能。

著录项

  • 作者

    Railkar, Sudhir Balkrishna.;

  • 作者单位

    University of Minnesota.;

  • 授予单位 University of Minnesota.;
  • 学科 Mechanical engineering.;Aerospace engineering.
  • 学位 Ph.D.
  • 年度 1990
  • 页码 301 p.
  • 总页数 301
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:50:31

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