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Mathematical Modeling of Operating Process and Technological Features for Designing the Vortex Type Liquid-Vapor Jet Apparatus

机译:涡流式液蒸汽喷射装置设计操作过程的数学建模及技术特征

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The article discusses the design features of vortex type liquid-vapor jet devices in the fonn of an oblique cut-off nozzle of the motive flow while entering the vortex chamber. Mathematical modeling allows proving the influence of the oblique cut to a deflection of the flow from the nozzle axis by a certain angle. This model is based on a continuity equation in the modified Baer's form for the adiabatic process of discharge from the expanding nozzle with an oblique cut, as well as on the fundamental laws of thermodynamics for operating process. The proposed mathematical model allows determining the analytical dependence between the deflection angle of the flow from the nozzle axis in an oblique cut for an expanding nozzle and the following geometrical and physical parameters: the oblique angle of a nozzle, the taper angle of a nozzle, the initial pressure in front of the nozzle, the medium pressure at the oudet of the nozzle, the maximum nozzle expansion, and physical properties of the flow. The results of mathematical modeling of the flow deflection in an oblique cut of the expanding nozzle are presented analytically and graphically. Finally, it is proposed the methodology for numerical calculations of geometrical and operating parameters for ensuring the proper operating process, as well as it is described the technological features for designing the vortex type liquidvapor jet apparatus.
机译:本文讨论在倾斜截止喷嘴的动力流的的fonn涡旋型液体 - 蒸气喷射装置的设计特点而进入涡流室。数学建模允许证明斜明暗从喷嘴轴的流动的偏转一定角度的影响。该模型是基于在改性Baer的形式用于从膨胀的喷嘴具有倾斜切割放电的绝热过程连续性方程,以及热力学用于操作过程的基本规律。所提出的数学模型允许确定从喷嘴轴线的倾斜切口的流动用于扩大喷嘴的偏转角和下面的几何和物理参数之间的分析关系:喷嘴的倾斜角度,喷嘴的锥角,在喷嘴,在喷嘴中,最大喷嘴膨胀,并且流程的物理性质的所述出口中压前的初始压力。流动偏转的数学建模的在扩大喷嘴的倾斜切口的结果分析和图形呈现。最后,提出了一种用于的几何数值计算,并确保适当的操作过程的操作参数的方法,以及它被描述的技术特征对于设计涡旋式liquidvapor喷射装置。

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