基于计算流体动力学系统级建模的提高转子动振稳定性的旋流制动设计

MD Shujan Ali, Farzam Mortazavi, A. Palazzolo
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摘要

在设计阶段,压缩机转子动力系数的准确表征降低了现场发生次同步振动问题的风险。尽管涡旋动力学家广泛研究离散的压缩机部件(如密封件和前罩)来解决不稳定性问题,但对压缩机涡旋动力学的集成或系统级分析非常少。在现实中,叶轮、眼迷宫密封和前罩之间相互影响很大;系统的整体动力行为不同于孤立部件的动力行为之和。采用基于计算流体动力学(CFD)的方法对整个系统的动态行为进行了评估。本工作的几何和运行条件基于Song等人(2019)最近的实验研究,“偏心冠状离心压缩机中的非轴对称流动和旋转动力-第一部分:测量”,ASME J. Eng。燃气轮机动力,41(11),p. 111014。10.1115/1.4044874)的离心压缩机。商用CFD代码cfx 19.0用于求解reynolds -average Navier-Stokes方程,以量化眼迷宫密封和前腔刚度、阻尼和附加质量。对整个压气机级进行建模,以揭示组件的耦合行为,并评估整个系统的稳定性,而不仅仅是离散组件。在目前的工作中,研究了三种CFD方法,即准稳态、瞬态静态偏心和瞬态网格变形技术,并对文献中的分析和实验结果进行了基准测试。在确定了该方法的有效性后,提出了四种类型的涡流制动器,并对其稳定性进行了分析。新型涡流制动器在制动腔处产生负涡,同时稳定前罩和眼迷宫密封。
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Swirl Brake Design for Improved Rotordynamic Vibration Stability Based on Computational Fluid Dynamics System Level Modeling
The accurate characterization of compressor rotordynamic coefficients during the design phase reduces the risk of subsynchronous vibration problems occurring in the field. Although rotordynamists extensively investigate discrete compressor components (such as seals and front shrouds) to tackle instability issues, integrated or system-level analysis of compressor rotordynamics is very sparse. In reality, the impeller, eye-labyrinth seal, and the front shroud heavily influence one another; and the collective dynamic behavior of the system differs from the sum of the dynamic behavior of isolated components. A computational fluid dynamics (CFD)-based approach is taken to evaluate the dynamic behavior of the system as a whole. The geometry and operating conditions in this work are based on the recent experimental study of Song et al. (2019, “Non-Axisymmetric Flows and Rotordynamic Forces in an Eccentric Shrouded Centrifugal Compressor—Part 1: Measurement,” ASME J. Eng. Gas Turbines Power, 141(11), p. 111014. 10.1115/1.4044874) on centrifugal compressor. The commercial CFD code cfx 19.0 is used to resolve Reynolds-averaged Navier–Stokes equations to quantify the eye-labyrinth seal and front cavity stiffness, damping, and added mass. The entire compressor stage is modeled to uncover the coupled behavior of the components and assess the stability of the whole system instead of just discrete components. In the current work, three CFD approaches, namely quasi-steady, transient static eccentricity, and transient mesh deformation techniques are studied and benchmarked against analytical and experimental results from the literature. Having established the efficacy of the proposed approach, four types of swirl brakes are proposed and analyzed for stability. The novel swirl brakes create negative swirls at the brake cavities and stabilize both the front shroud and the eye-labyrinth seal simultaneously.
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