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Determination of the transfer coefficient of natural turbulence occurring near the solid-propellant gasification zone. I. Two-phase model of the gasification zone

机译:固体推进剂气化区附近发生自然湍流的转移系数的测定。 I.气化区的两相模型

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摘要

A model for solid propellant gasification is proposed which contains a two-phase medium in an intermediate stage. The formation of the gas phase proceeds in two ways: chemical reactions result in gaseous products, which, in turn, initiate the formation of bubbles in which vapor forms from the liquid phase of the propellant. Gaseous products play an important role only in the very early stage of bubble development; their critical pressure is used to determine the minimum size of gas-phase nuclei. The bubble volume grows primarily by evaporation of the liquid phase. A kinetic equation for the bubble concentration and the necessary boundary conditions are formulated. Arguments are given suggesting that a temperature maximum cannot occur in the gasification zone and that natural turbulence can be generated by collapsing bubbles. The sound produced by solid propellant combustion is explained by the collapse of a huge number of microscopic bubbles. If the processes in the two-phase zone are neglected, the formulated system of equations is transformed into the Belyaev-Zel'dovich model equations.
机译:提出了一种用于固体推进剂气化的模型,其含有中间阶段的两相培养基。气相形成以两种方式进行:化学反应导致气态产物,反过来,这反过来引发蒸气从推进剂的液相形成气泡的形成。气态产品只在泡沫发展的早期阶段发挥重要作用;它们的临界压力用于确定气相核的最小尺寸。气泡体积主要通过液相蒸发来增长。配制了气泡浓度的动力学方程及必要的边界条件。给出争论表明在气化区中不能发生温度最大值,并且可以通过塌陷气泡来产生自然湍流。通过固体推进剂燃烧产生的声音通过巨大数量的微观气泡塌陷来解释。如果忽略了两相区域中的过程,则将配制的等式系统转换为Belyaev-zel'dovich模型方程。

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