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A Model for System Instability Analysis In A Multi-Stage Intercooled Industrial Compressor

机译:一种多级中冷工业压缩机中系统不稳定分析模型

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Compression equipment used for industrial applications are typically comprised of multi-stage intercooled compressor stages. The presence of large volume intercoolers between individual stages adds a layer of complexity currently not present in publicly available surge models both in terms of system behavior and recovery analysis. In this work a compressible, temporal, and spatial model is developed in which the conservation equations are solved numerically for each of the system components, i.e. pipes, plenums and heat exchangers, valves, and individual compressor stages. The model can identify the onset of instability on an individual stage basis as well as the switching that can occur between the controlling stages of the instability onset when the operating conditions change, e.g. changes in inlet conditions, intercooler fouling or cooling tower performance reduction, and speed or guide vane changes. The model is therefore used both as a stage stacking model during the compressor stable operation as well as a model of the transient behavior of the system past the stable operation. An inertial model of the compressor drive train is also incorporated to analyze the effects of power transients, e.g. emergency shut down (ESD), on the system behavior. In this article details of the developed model are provided. Several test cases are presented. The model is then used to demonstrate the proper sizing of a vent valve of a base load compressor to meet the required system response specification in a surge event. The developed model represents an improvement over available transient system models in terms of predicting the post stable behavior of multi-stage intercooled compressors.
机译:用于工业应用压缩设备典型地包括多级中冷压缩机级。的各个阶段之间大量的中间冷却器的存在增加了一层复杂性目前不存在可公开获得的潮模式无论是在系统行为和恢复分析方面。在这项工作中的可压缩,时间和空间模型开发了其中守恒方程为每个系统部件,即管,气室和热交换器,阀和单个压缩机级的数值求解。该模型可以识别不稳定的发作上的单个阶段基础以及可在失稳的时的操作条件变化,例如,所述控制级之间发生的切换改变入口条件,中间冷却器结垢或冷却塔的性能降低,速度或导向叶片的变化。因此,该模型是在压缩机稳定运行以及系统过去的稳定运行的瞬态行为的模型中既用作阶段堆积模型。压缩机驱动系的惯性模型也被掺入来分析功率瞬态,例如的影响紧急关闭(ESD),对系统的行为。在这篇文章中提供了开发的模型的细节。一些测试用例介绍。然后该模型用于演示基础负荷压缩机的排气阀的适当尺寸,以满足在浪涌事件所需的系统响应的规范。开发的模型代表了预测多级中冷压缩机的稳定后行为方面比现有的瞬态系统模型的改进。

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