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A proposal of a unique formula for computing compliance in bolted joints

机译:用于计算螺栓连接符合性的唯一公式的提议

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The connection system between mechanical parts with the greatest advantages in terms of production is the threaded connection. This type of connection has considerable stiffness but also high weight. Often the search for the reduction of the masses clashes with the limits dictated by production needs. A considerable effort has been made in making screws with higher performance materials and therefore guaranteeing greater tightening forces with smaller cross sections, but there have not been as many notable developments on the method of determining the compliance of tightened elements. The classical theory identifies three different conditions for calculating deformability, which are sometimes not easy to interpret and implement. The use of numerical techniques such as finite elements allows designers to be very precise, but requires a great deal. To facilitate the work of the designers and provide them with a more manageable tool to better understand the type of threaded connection to be designed, the present work proposes an analytical formulation that allows a quick assessment of the compliance value of the clamped elements, regardless of the geometric relationships and materials. To achieve this, starting from a literature analysis, a parametric finite element model was developed and, based on the results obtained, a formula is proposed that covers all the possible scenarios for determining compliance. The results were compared with the classical theory in order to verify the correctness and applicability of the formulation. At the moment the formulation is valid for screws whereas for the bolts with nut unified formula is under investigation.
机译:在生产方面具有最大优点的机械部件之间的连接系统是螺纹连接。这种类型的连接具有相当大的刚度,但重量高。通常,搜索群众的减少与生产需求决定的限制发生冲突。制作具有更高性能材料的螺钉的螺钉已经进行了相当大的努力,因此保证了较小的横截面的紧固力,但是在确定拧紧元件的符合性的方法上没有任何显着的发展。经典理论识别三种不同的计算可变形性条件,有时不容易解释和实施。使用数值技术(如有限元)允许设计人员非常精确,但需要大量的优惠。为了便于设计人员的工作并为它们提供更可管理的工具来更好地了解要设计的螺纹连接的类型,本工作提出了一种分析制剂,其允许快速评估夹紧元素的合规值,无论如何几何关系和材料。为了实现这一点,从文献分析开始,开发了参数化有限元模型,并基于所获得的结果,提出了一种公式,涵盖用于确定合规性的所有可能的场景。将结果与经典理论进行比较,以验证配方的正确性和适用性。目前,配方对于螺钉有效,但对于螺母统一公式的螺栓进行了调查。

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