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Static deflection modeling of combined flexible beams using elliptic integral solution

机译:使用椭圆积分溶液组合柔性梁的静态偏转建模

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A beam composed of serially connected flexible segments can definitely diversify the option of components for the design of compliant mechanisms. Although the static deflection of such a beam can be considered as the superposition of the deflections of all segments, there is still a lack of available modeling methods due to the comprehensive interactions. This paper presents a method for modeling the static deflection of combined flexible beams (CFBs) composed of either straight or circular-arc segments. By deriving the deflection model of a flexible segment using the elliptic integral solution, an iterative approach is proposed for the deflection analysis of the CFB under the action of combined loads. Then, taking the CFB composed of two straight and one circular-arc segments as an example, the numerical simulation and experimental study are carried out to verify the effectiveness of the derived model. The results show its capability of accurately predicting the tip deflection of the beam.
机译:由串联连接的柔性段组成的梁可以绝对可以使部件的选择肯定是柔顺机构的设计。尽管这种光束的静态偏转可以被认为是所有区段的偏转的叠加,但由于综合相互作用,仍然缺乏可用的建模方法。本文介绍了一种用于对由直或圆弧区段组成的组合的柔性束(CFB)的静偏转来建造一种方法。通过使用椭圆积分解决方案获得柔性段的偏转模型,提出了一种迭代方法,用于组合负载的作用下CFB的偏转分析。然后,将由两个直线和一个圆弧区段组成的CFB作为示例,进行了数值模拟和实验研究以验证衍生模型的有效性。结果表明其能够精确地预测光束的尖端偏转。

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