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A MULTI-LEVEL COMPONENT AND SYSTEM TOOL FOR ANALYSES OF INSTABILITIES

机译:用于不稳定分析的多层次组件和系统工具

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Instabilities associated with fluid handling and operation in liquid rocket propulsion systems and test facilities usually manifest themselves as structural vibrations or some form of structural damage. While the source of the instability is directly related to the performance of a component such as a turbopump, valve or a flow control element, the associated pressure fluctuations as they propagate through the system have the potential to amplify and resonate with natural modes of the structural elements and components of the system. In this paper, the authors have developed an innovative multi-level approach that involves analysis at the component and systems level. The primary source of the unsteadiness is modeled with a high-fidelity hybrid RANS/LES based CFD methodology that has been previously used to study instabilities in feed systems. This high fidelity approach is used to quantify the instability and understand the physics associated with the instability. System response to the driving instability is determined through a transfer matrix approach wherein the incoming and outgoing pressure and velocity fluctuations are related through a transfer (or transmission) matrix. The coefficients of the transfer matrix for each component (i.e. valve, pipe, orifice etc.) are individually derived from the flow physics associated with the component. A demonstration case representing a test loop/test facility comprised of a network of elements is constructed with the transfer matrix approach and the amplification of modes analyzed as the instability propagates through the test loop.
机译:与液体火箭推进系统和测试设施中的流体处理和操作相关的不稳定性通常表现为结构振动或某种形式的结构损坏。虽然不稳定的根源与诸如涡轮泵,阀门或流量控制元件之类的部件的性能直接相关,但是当它们通过系统传播时,相关的压力波动可能会放大并与结构的自然模式产生共振。系统的元素和组件。在本文中,作者开发了一种创新的多级方法,该方法包括在组件和系统级进行分析。使用基于RANS / LES的高保真混合CFD方法对不稳定的主要来源进行建模,该方法先前已用于研究进料系统的不稳定性。这种高保真度的方法用于量化不稳定性,并了解与不稳定性相关的物理原理。通过传递矩阵方法确定系统对行驶不稳定性的响应,其中通过传递(或传递)矩阵将输入和输出的压力和速度波动相关联。每个组件(即阀,管道,孔口等)的传递矩阵系数分别从与该组件关联的流动物理学中得出。用转移矩阵方法构造了一个代表由元件网络组成的测试回路/测试设备的演示案例,并随着不稳定性在测试回路中的传播,对模式的放大进行了分析。

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