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PHYSICAL ID MODEL OF A HIGH-PRESSURE RATIO CENTRIFUGAL COMPRESSOR FOR TURBOCHARGERS

机译:涡轮增压器高压比例离心压缩机的物理ID模型

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The physical model of a centrifugal compressor aims at finding detailed information on values inside the machine, based on standard compressor map knowledge and basic geometry of a compressor. The model describes aerodynamics of flow from compressor inlet to outlet at a central streamline, if mass flow rate and impeller speed is known. The solution of basic conservation laws can yield unknown, cross-section averaged temperatures, pressures and velocities along central streamline for compressible fluid and treats transonic operation, as well. After the description of general methods for solving compressible fluid flow and transformation of radial blade cascades to axial ones, the system of equations is completed with empiric knowledge of compressor blade cascades - forces and losses. Howell theory is used for axial inducer and after conform transformation to radial blade diffuser cascade, as well. Radial vanes of a rotor are transformed fixing the same length of a blade and flow areas and flow separation at inducer outlet is taken into account. Specific procedure is developed for a vaneless diffuser with friction losses. Non-linear equations of gas dynamics have to be solved in numerical and iterative way with help of Newton-Raphson solver. The model treats transonic flow features in both compressor inducer and diffuser. The validation of the model will be published in the second paper focused to this topic. The model can be used for quasi-steady simulation in a 1D model, especially if compressor map extrapolation is required. The model predictions create virtual sensors for identification of directly unmeasurable quantities inside a compressor. It helps in better understanding in-compressor processes. Moreover, the model offers parameters for unsteady model, based on 1D modules for unsteady flow modelling.
机译:离心式压缩机的物理模型旨在基于标准的压缩机图知识和压缩机的基本几何形状,找到有关机器内部值的详细信息。如果知道质量流率和叶轮速度,该模型将描述在中央流线处从压缩机入口到出口的流动的空气动力学特性。基本守恒定律的解法可以产生沿可压缩流体沿中央流线分布的未知截面平均温度,压力和速度,还可以处理跨音速操作。在描述了解决可压缩流体流动和将径向叶片叶栅转换为轴向叶栅的一般方法的描述之后,方程式系统是基于压缩机叶片叶栅的经验知识(力和损失)而完成的。 Howell理论用于轴向导流器,并且在经过顺应变换后也转换为径向叶片扩压器叶栅。转子的径向叶片经过转换,固定了相同长度的叶片和流动区域,并考虑了诱导器出口处的流动分离。针对具有摩擦损失的无叶片扩压器开发了特定的程序。气体动力学的非线性方程必须借助Newton-Raphson解算器以数值和迭代的方式求解。该模型处理压缩机诱导器和扩散器中的跨音速流动特征。该模型的验证将在针对该主题的第二篇论文中发表。该模型可用于一维模型中的准稳态仿真,尤其是在需要压缩压缩机图外推的情况下。模型预测创建虚拟传感器,用于识别压缩机内部直接不可测量的数量。它有助于更​​好地了解压缩机内过程。此外,该模型基于用于非稳态流建模的一维模块,为非稳态模型提供参数。

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