首页> 外文期刊>Structural and multidisciplinary optimization >Optimal design of a class of symmetric plane frameworks of least weight: Reply to the paper: Vázquez Espí and Cervera Bravo (2011) on the solution of the three forces problem and its application in optimal designing of a class of symmetric plane frameworks of least weight. Discussion on the Michell class concept
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Optimal design of a class of symmetric plane frameworks of least weight: Reply to the paper: Vázquez Espí and Cervera Bravo (2011) on the solution of the three forces problem and its application in optimal designing of a class of symmetric plane frameworks of least weight. Discussion on the Michell class concept

机译:一类重量最小的对称平面框架的优化设计:回复本文:VázquezEspí和Cervera Bravo(2011)关于三力问题的解法及其在一类重量最小的对称平面框架的优化设计中的应用。关于密歇尔阶级概念的讨论

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摘要

The aim of the paper is to place the recent results on the Michell-like problem of transmitting two vertical forces to two fixed hinge supports in the context of C. Maxwell's result and to provide answers to the remarks by Vázquez Espí and Cervera Bravo (Struct Multidisc Optim, 2011) published in their Discussion Paper: On the solution of the three forces problem and its application in optimal designing of a class of symmetric plane frameworks of least weight. Discussion on the Michell class concept.
机译:本文的目的是将最新结果放在类似于米歇尔的问题上,即在C.麦克斯韦的结果中将两个垂直力传递到两个固定的铰链支撑上,并为VázquezEspí和Cervera Bravo(Struct Multidisc Optim,2011)发表在他们的讨论文件中:关于三力问题的解决方法及其在一类重量最小的对称平面框架的优化设计中的应用。讨论米歇尔阶级概念。

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