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A QUASI-ONE-DIMENSIONAL CFD MODEL FOR MULTISTAGE COMPRESSORS

机译:多级压缩机的准一维CFD模型

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In this contribution a quasi-one-dimensional tool for stationary and transient simulations of post-stall flows in multistage axial compressors is presented. An adapted version of the ID Euler equations with additional source terms is discretized with a finite volume method and solved in time by a fourth-order Runge-Kutta scheme. The equations are discretized at mid-span both inside the blade rows and the non-bladed regions. The source terms express the blade-flow interactions and are estimated by calculating the velocity triangles for each blade row. Several loss and deviation correlations are implemented and compared to experimental data in normal flow, stalled flow and reversed flow regions. Transient simulations are carried out and a parameter study is presented to analyze the shape of the surge cycles and the frequency of the surge oscillations. At last, a bleeding control strategy is implemented to study the recoverability of the instabilities in a compression system.
机译:在这一贡献中,提出了一种用于一维多级轴流压缩机失速流动的稳态和瞬态模拟的准一维工具。带有附加源项的ID Euler方程的改编版本通过有限体积方法离散化,并通过四阶Runge-Kutta方案及时求解。方程在叶片行和非叶片区域的中间跨度处离散。源项表示叶片流的相互作用,并通过计算每个叶片行的速度三角形来估算。在正常流量,失速流量和反向流量区域中,实现了几种损耗和偏差相关性并将其与实验数据进行比较。进行了瞬态仿真,并进行了参数研究,以分析电涌周期的形状和电涌振荡的频率。最后,实施了出血控制策略以研究压缩系统中不稳定性的可恢复性。

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