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COMPUTATIONS FOR UNSTEADY COMPRESSIBLE FLOWS IN A MULTI-STAGE STEAM TURBINE WITH STEAM PROPERTIES AT LOW LOAD OPERATIONS

机译:在低负载操作中具有蒸汽性能的多级蒸汽轮机中的不稳定可压缩流量的计算

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A computational technique for compressive fluid in multistage steam turbines which can allow for thermodynamic properties of steam is presented. The understanding and prediction of flow field not only at design conditions but also at off-design conditions are important for realizing high-performance and high-reliability steam turbines. Computational fluid dynamics is useful for estimations of flows. However, current three-dimensional multi-stage calculations for unsteady flows have two main problems. One is the long computation time and the other is how to include the thermodynamic properties of steam. Properties of the ideal gas, such as equations of state and enthalpy formula, are assumed in most computational techniques for compressible flows. In order to shorten the computation time, a quasi-three-dimensional flow calculation technique is developed. In the analysis, system equations of conservation laws for compressible fluid in axisymmetric cylindrical coordinates are solved by using a finite volume method based on an approximate Riemann solver. Blade forces are calculated from the camber and lean angles of blades using momentum equations. The axisymmetric assumption and the blade force model enable the effective calculation for multi-stage flows, even when the flow is strongly unsteady under off-design conditions. In order to take into account steam properties including effects of the gas-liquid phase change and two-phase flow, a flux-splitting procedure of compressible flow is generalized for real fluid. Density and internal energy per unit volume are selected as independent thermodynamic variables. Pressure and temperature in a superheated region or wetness mass fraction in a wet region are calculated by using a steam table. To improve computational efficiency, a discretized steam table matrix is made in which the density and specific internal energy are independent variables. For accuracy and continuity of steam properties, the second order Taylor expansion and linear interpolation are introduced. The computed results of last four-stage low-pressure steam turbine at low load conditions show that there is a reverse flow near the hub region of the last (fourth stage bucket and the flow concentrates in the tip region due to the centrifugal force. At a very low load condition, the reverse flow region extends to the former (i.e. the first to third) stages and the unsteadiness of flow gets larger due to many vortices. Four-stage low pressure steam turbine tests are also carried out at low load or even zero load. The radial distributions of flow direction downstream from each stage are measured by traversing pneumatic probes. Additionally pressure transducers are installed in the side wall to measure the unsteady pressure. The regions of reverse flow are compared between computations and experiments at different load conditions, and their agreement is good. Further, the computation can follow the trends of standard deviation of unsteady pressure on the wall to volumetric flow rate of experiments. The validity of the analysis method is verified.
机译:提出了一种用于允许蒸汽热力学性能的多级蒸汽轮机压缩流体的计算技术。流场不仅在设计条件下的理解和预测,而且在非设计条件下对实现高性能和高可靠性汽轮机非常重要。计算流体动力学可用于估计流动。但是,对于不稳定流的当前三维多级计算有两个主要问题。一个是长的计算时间,另一个是如何包括蒸汽的热力学性质。在大多数计算技术中,假设理想气体的性质,例如状态和焓配方的方程,以压缩流动的大多数计算技术。为了缩短计算时间,开发了一种准三维流量计算技术。在分析中,通过使用基于近似Riemann求解器的有限体积法解决了轴对称圆柱坐标的可压缩流体的系统方程。使用动量方程从弯曲和刀片的倾斜角度计算叶片力。即使在非设计条件下流动强烈不稳定,轴对称假设和叶片力模型也能够对多级流动进行有效计算。为了考虑到包括气液相变的效果和两相流的蒸汽性能,可压缩流动的助熔剂分裂过程是针对实际流体的。每个单位体积的密度和内部能量被选为独立的热力学变量。通过使用蒸汽桌计算湿地区中的过热区域或湿度质量分数中的压力和温度。为了提高计算效率,制备了一种离散的蒸汽表矩阵,其中密度和特定的内部能量是独立的变量。为了蒸汽性能的准确性和连续性,介绍了二阶泰勒膨胀和线性插值。低负载条件下最后四级低压蒸汽轮机的计算结果表明,由于离心力,在最后一个(第四级铲斗和尖端区域中的流量集中在尖端区域中的毂区域附近存在反向流动。在负载条件非常低,反向流动区域延伸到前者(即第一至第三)阶段,并且由于许多涡流,流的不稳定变大。四级低压蒸汽轮机测试也在低负荷下进行均匀荷载。通过穿过气动探针测量每个级下游的流动方向的径向分布。另外压力换能器安装在侧壁中以测量不稳定的压力。在不同负载的计算和实验之间比较反向流程的区域条件,他们的一致性是好的。此外,计算可以遵循墙壁上不稳定压力的标准偏差的趋势,以容积e Xperiment。验证了分析方法的有效性。

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