首页> 外文会议>ASME Turbo Expo vol.1; 20050606-09; Reno-Tahoe,NV(US) >UNCERTAINTY ANALYSIS OF A POLYTROPIC COMPRESSION PROCESS AND APPLICATION TO CENTRIFUGAL COMPRESSOR PERFORMANCE TESTING
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UNCERTAINTY ANALYSIS OF A POLYTROPIC COMPRESSION PROCESS AND APPLICATION TO CENTRIFUGAL COMPRESSOR PERFORMANCE TESTING

机译:回归压缩过程的不确定度分析及其在离心压缩机性能测试中的应用。

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In recent years, several papers have been written concerning the application of uncertainty analyses for isentropic compression processes under the assumption of ideal gas behavior. However, for high-pressure ratio machines, the ideal gas model fails to capture the physics of the process. Still, the estimation of test uncertainty for polytropic processes is hindered by the complexity of the equations used to calculate the performance parameters and by the incorporation of real gas equations into the models. This paper presents an uncertainty analysis developed to estimate the error levels in data gathered during factory aero-performance tests of single- or multi-stage centrifugal compressors. The analysis incorporates the effects of the variation and uncertainty levels of every parameter used to calculate centrifugal compressor aero-thermal performance. Included are the variables used to define the thermodynamic states of the fluid inside the compressor, as well as geometric and operational parameters associated with the machine and test loop. Two different methods have been utilized and the results compared to evaluate the advantages and drawbacks of each. The first method is based on the direct use of the Monte Carlo simulation technique combined with real gas equations of state. The second method employs uncertainty propagation equations and the methodology included in the ASME PTC-19.1 (1998) Test Code. Both approaches utilize the polytropic compression model and equations for performance evaluation that are included in the ASME PTC 10 (1997) Power Test Code for compressors and exhausters. The methods and results from this work may be easily extended to the isentropic compression model as well. The use of real gas equations of state make the methods applicable to virtually any gas composition. Although the analysis was intended to be applied to ASME PTC 10 Type 2 tests, the method can be extended to evaluate Type 1 and/or on-site field tests, as long as certain considerations are addressed. The uncertainty analysis presented is then used to evaluate data from several machines, ranging from a low-pressure ratio gas pipeline compressor to an eight-stage machine used for natural gas processing. Comments are offered concerning the effects of machine pressure ratio on the levels of uncertainty, as well as the importance of proper selection of instrumentation to minimize the error level of the test data. Special emphasis is placed on the benefits of using this analysis during the planning phase of the test program, to determine the optimal combination of instruments, to guarantee acceptable levels of uncertainty.
机译:近年来,已经有几篇论文涉及在理想气体行为假设下等熵压缩过程的不确定性分析的应用。但是,对于高压比机器,理想的气体模型无法反映过程的物理性质。尽管如此,由于用于计算性能参数的方程式的复杂性以及将实际气体方程式纳入模型中,阻碍了多变过程测试不确定性的估计。本文提出了一种不确定性分析,用于估计在单级或多级离心压缩机的工厂空气性能测试期间收集的数据中的误差水平。该分析包含了用于计算离心压缩机空气热性能的每个参数的变化和不确定性水平的影响。其中包括用于定义压缩机内部流体的热力学状态的变量,以及与机器和测试回路相关的几何和操作参数。已经使用了两种不同的方法,并将结果进行比较以评估每种方法的优缺点。第一种方法是基于直接使用蒙特卡罗模拟技术结合实际气体状态方程的。第二种方法采用不确定性传播方程式和ASME PTC-19.1(1998)测试规范中包含的方法。两种方法都利用多向压缩模型和方程式进行性能评估,这些方法和方程式均包含在ASME PTC 10(1997)压缩机和排气机功率测试代码中。这项工作的方法和结果也可以很容易地扩展到等熵压缩模型。实际气体状态方程的使用使该方法几乎适用于任何气体成分。尽管该分析旨在用于ASME PTC 10 2型测试,但只要解决了某些考虑因素,该方法就可以扩展到评估1型和/或现场现场测试。然后,所提供的不确定性分析用于评估多台机器的数据,这些机器的范围从低压比气体管道压缩机到用于天然气加工的八级机器。提供了有关机器压力比对不确定性水平的影响的评论,以及正确选择仪器以最小化测试数据的误差水平的重要性。特别强调在测试程序的计划阶段使用此分析的好处,以确定最佳的仪器组合,以确保可接受的不确定性水平。

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