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首页> 外文期刊>Chemical and Petroleum Engineering >CAPABILITIES OF THEORETICAL AND EMPIRICAL METHODS OF CALCULATING THE PARAMETERS OF VISCOUS FLOW OF A MEDIUM IN CYLINDRICAL ANNULAR CHANNELS
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CAPABILITIES OF THEORETICAL AND EMPIRICAL METHODS OF CALCULATING THE PARAMETERS OF VISCOUS FLOW OF A MEDIUM IN CYLINDRICAL ANNULAR CHANNELS

机译:计算圆柱环形通道中介质粘性流动参数的理论和经验方法的能力

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摘要

Questions related to the selection and application of theoretical or empirical methods for the calculation of the parameters of the groove seals of shafts widely used in pumps and compressors are considered. A theoretical method of calculation through the compilation and solution of a system of equations that describe the flow of a medium in the channel of a groove seal is successfully applied for the case of a laminar regime of flow of a medium in a channel. It is not possible to describe such flow by means of a closed system of equations in the case of a turbulent regime of flow of a medium in the channel of a groove seal. The new theoretical method of determining the unknown parameters of the turbulent flow of a medium in annular groove seals, which is related to the solution of the Martsinkovskii equation, may serve only as a tool for studying the nature of the processes that occur in a groove seal. Thus, empirical methods based on Bernoulli's equation and the data of experimental investigations are still the only reliable tool for calculating the characteristics of groove seals in the case of a turbulent regime of flow of a medium.
机译:考虑了与理论或经验方法的选择和应用有关的问题,这些理论或经验方法用于计算在泵和压缩机中广泛使用的轴的沟槽密封件的参数。通过描述凹槽密封通道中的介质流动的方程系统的汇编和求解的理论计算方法已成功应用于通道中介质流动的层流状态。在凹槽密封的通道中介质的湍流状态下,不可能通过封闭的方程式描述这种流动。确定环形槽密封件中介质湍流未知参数的新理论方法,与Martsinkovskii方程的解有关,仅可作为研究槽中过程性质的工具密封。因此,在介质流动湍流的情况下,基于伯努利方程式的经验方法和实验研究的数据仍然是计算沟槽密封件特性的唯一可靠工具。

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