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Dynamic analysis of flexible couplings in rotor-bearing-coupling systems

机译:转子耦合系统中柔性联轴器的动态分析

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The study of rotative machines occupies an outstanding position in the context of machines and structures in view of the significant amount of typical phenomena in the operation of those equipments. The existence of a rotative component leaning by bearings and transmitting power and torque creates a family of problems that are found in several machines. Therefore, in the study of the dynamic behavior of those systems, it is necessary to determine the interaction among all the components that affect in a significant way the dynamic behavior of the system. It is proposed, this way, a simplified mathematical model, through the method of finite elements, of the Rotor-Bearing-Coupling system, considering the support structure or foundation practically rigid, in way to allow the analysis of the transverse or flexional vibrations of the system. With the purpose of analyzing the influence of the model of the coupling in the dynamic behavior of the system, a simplified model was considered to represent it in the mechanical systems. Usually, the coupling is modeled as a rigid disk, or as part of the shafts connected axially, disregarding its flexibility and capacity of damping the vibrations, coming of the shaft offset or misalignment of the shafts. However, little information exists about the dynamic behavior of the stiffness coefficients and of damping of the couplings, as well as of the forces and moments generated due to the misalignment in the same ones, and that are acting on the shaft of the mechanical systems. For its time, the dynamic coefficients as the forces and moments of reaction are influenced by the rotation and for the type and degree of misalignment of the shafts.
机译:旋转机器的研究鉴于这些设备运行中的大量典型现象,在机器和结构的背景下占据了出色的位置。通过轴承和发射功率倾斜的旋转部件和扭矩的存在产生了几种在几台机器中发现的问题。因此,在研究这些系统的动态行为中,有必要确定以显着方式影响系统的动态行为的所有组件之间的相互作用。以这种方式提出了一种简化的数学模型,通过转子承载系统的有限元件的方法,考虑支撑结构或基础,以允许分析横向或柔性振动的方式系统。目的在于分析耦合模型在系统的动态行为中的影响,被认为是在机械系统中代表它的简化模型。通常,耦合被建模为刚性盘,或者作为轴向连接的轴的一部分,忽略轴的柔性和阻尼振动的能力,轴偏移或轴的未对准。然而,关于刚度系数的动态行为和耦合的阻尼的动态行为以及由于在相同的中的错位而产生的力和时刻,并且在机械系统的轴上作用的力和时刻存在很少的信息。为了其时间,动态系数作为反应的力和矩的影响受到旋转的影响和轴的类型和程度。

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