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A comparison of errors in four methods for determining critical flow functions for sonic flow nozzles and venturis

机译:四种方法中的误差比较,用于确定声波流量喷嘴和文丘里肌的临界流函数

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The errors in four methods for determining the critical flow function are given for inlet pressures to 300 atmospheres, and temperatures of 400 to 700 R (222 to 389 K). Method No.1 assumes air to be an ideal gas with a constant ratio of specific heats of 1.4 and a critical flow function of 0.6847315. The results are given as correction factors to convert from ideal gas to real gas critical flow functions. Method No.2 uses the same ideal gas equation as Method No.1 with the ratio of specific heats corresponding to the inlet stagnation state to the critical flow meter. Method No.3 uses the compressibility factor corresponding to the inlet-stagnation-state for an approximate correction of Method No.2 results for real-gas effects. Method No.4, developed by Robert C. Johnson, uses iterative calculation methods to take real gas properties rigorously into account. The critical flow functions are based on air property data available in the 1950-1960 era for pressures up to 100 atmospheres. The "true values" for the error calculations were obtained by Daniel A. Sullivan using Johnson's method with more recent air property data. The maximum error decreases progressively from Method No.1 to Method No.4.
机译:用于确定临界流动功能的四种方法的误差对于300个气氛的入口压力,温度为400至700 r(222至389 k)。方法NO.1假定空气是具有比较比为1.4的恒定比率的理想气体和0.6847315的临界流动功能。结果作为矫正因子,以从理想气体转换为真实气体临界流动功能。方法NO.2使用与方法No.1相同的理想气体方程,其比对应于临界流量计的入口滞留状态的比率的比率。方法No.3使用对应于入口 - 停滞状态的可压缩因子,以进行方法No.2的近似校正。由Robert C. Johnson开发的方法4号使用迭代计算方法来严格考虑真正的气体特性。临界流功能基于1950年至1960年时代可用的空中财产数据,用于高达100个大气压的压力。通过Daniel A.Sullivan使用Johnson的方法获得了更新的空域数据的“真实值”。从方法No.1到方法No.4的最大误差逐渐减小。

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