Optimal Designing of the Rod Structure

S. Klyuev, A. Klyuev, N. I. Petrov, V V Promahov, V. Klimenko
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引用次数: 3

Abstract

Calculus of variations is a powerful tool for research in the field of mechanics. Variation principles, on the one hand, have a deep theoretical significance, revealing the energy basis of the theory and establishing a connection between different approaches to solving problems. On the other hand, they are of great practical significance, because if there are expressions for functional, they allow to find differential equations and natural (not caused by external circumstances) boundary conditions in cases where it is difficult to do so directly. Moreover, direct methods allow getting a solution to the variation problem, passing the compilation and solution of differential equations. Based on the variation principle of structural synthesis, the design problem for a rod spatial structure is solved. The example of designing a four-rod truss is considered.
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连杆结构的优化设计
变分法是力学研究的有力工具。变分原理一方面具有深刻的理论意义,揭示了理论的能量基础,建立了解决问题的不同途径之间的联系。另一方面,它们具有重要的实际意义,因为如果有泛函表达式,它们就可以在难以直接求解的情况下求解微分方程和自然(非外部环境引起的)边界条件。此外,直接法可以通过对微分方程的编译和求解,得到变分问题的解。基于结构综合变分原理,解决了杆体空间结构的设计问题。以设计四杆桁架为例进行了分析。
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