Gas Dynamic Model of Expansion of the Pulse Jet of Supercritical Carbon Dioxide. Self-Similar Solution

2016, №1

сс. 59-71

A.V. Lazarev, K.A. Tatarenko

Key words: supercritical carbon dioxide, pulse supersonic jet, van der Waals gas, isentropic expansion

Non-stationary isentropic expansion into the vacuum of the initially homogeneous
spherical cloud of van der Waals gas is considered as a dynamic part of the problem of
modeling the real gas pulse jet. A self-similar solution of gas dynamic equations is
obtained. The parameters of the pulse jet (density and temperature) that simulate the
conditions of a real experiment are calculated.

Translated article

doi:10.1134/S1990793116080145

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ГОСТ
7.0.100-2018

Лазарев, А.В. Gas Dynamic Model of Expansion of the Pulse Jet of Supercritical Carbon Dioxide. Self-Similar Solution / А.В. Лазарев, К.А. Татаренко, – Текст : непосредственный // Сверхкритические Флюиды: Теория и Практика.. – 2016. – Т. 11. – № 1. – С. 59-71.

TRANSLIT

V., A. Gazodinamicheskaya model' rasshireniya impul'snoj strui sverhkriticheskogo dioksida ugleroda. Avtomodel'noe reshenie / A. V. Lazarev, K. A. Tatarenko, – Sverhkriticheskie Flyuidy: Teoriya i Praktika.. – 2016. – Т. 11. – № 1. – S. 59-71.

A.V. Lazarev, K.A. Tatarenko Gas Dynamic Model of Expansion of the Pulse Jet of Supercritical Carbon Dioxide. Self-Similar Solution. Sverhkriticheskie Flyuidy: Teoriya i Praktika, 1, 59-71 (2016). https://doi.org/

Gas Dynamic Model of Expansion of the Pulse Jet of Supercritical Carbon Dioxide. Self-Similar Solution

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