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Dynamical analysis of fluid lines coupled to mechanical systems taking into account fluid frequency-dependent damping and non-conventional constitutive models: Part 2 - Coupling with mechanical systems

机译:考虑与流体频率相关的阻尼和非常规本构模型的耦合到机械系统的流体管线的动力学分析:第2部分-与机械系统的耦合

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摘要

The design of hydraulic transmission systems for control and actuation requires accurate knowledge of their dynamic response: some standard techniques are known to obtain a consistent dynamic model of a fluid line, including the contribution of inertia, compressibility and friction. In this study an efficient procedure is developed for simulating the dynamic response of a fluid line coupled with mechanical systems, in both the frequency and time domains. A bi-dimensional approach is adopted for the fluid line, and the laminar flow frequency-dependent friction is modeled using non-integer order differential laws, which may improve the accuracy in comparison with more traditional Newtonian models. The coupling problem with mechanical systems is studied by means of both continuous models of the fluid line (yielding frequency response functions in exact analytical form), and discretized models of the fluid line (to express time response functions in approximate analytical form), focusing on the damping properties of the resulting vibrating systems.
机译:用于控制和致动的液压传动系统的设计需要对它们的动态响应有准确的了解:已知一些标准技术可以获得一致的流体管路动力学模型,包括惯性,可压缩性和摩擦力的贡献。在这项研究中,开发了一种有效的程序,用于在频域和时域中模拟与机械系统耦合的流体管线的动态响应。流体管路采用二维方法,并且使用非整数阶微分定律对层流频率相关的摩擦进行建模,与更传统的牛顿模型相比,可以提高精度。机械系统的耦合问题通过流体管线的连续模型(以精确分析形式产生频率响应函数)和流体管线的离散模型(以近似分析形式表达时间响应函数)进行研究。产生的振动系统的阻尼特性。

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