The consideration of the turbulence influence on the gas explosion expansion in non-closed areas

In the gas explosions simulation practice in non-closed areas there is a common opinion of burning rate increase at turbulization of initial gas mixture stream. The article shows that in conditions of turbulization there is no increase of the burn rate, but of the flame front area. A wording change...

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Main Authors: Polandov Iurii, Korolchenko Dmitry
Format: Article
Language:English
Published: EDP Sciences 2017-01-01
Series:MATEC Web of Conferences
Online Access:https://doi.org/10.1051/matecconf/201710601040
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spelling doaj-52307ea7d3ec42b7bd2f83040e65b43c2021-04-02T10:51:37ZengEDP SciencesMATEC Web of Conferences2261-236X2017-01-011060104010.1051/matecconf/201710601040matecconf_spbw2017_01040The consideration of the turbulence influence on the gas explosion expansion in non-closed areasPolandov Iurii0Korolchenko Dmitry1Moscow State University of Civil EngineeringMoscow State University of Civil EngineeringIn the gas explosions simulation practice in non-closed areas there is a common opinion of burning rate increase at turbulization of initial gas mixture stream. The article shows that in conditions of turbulization there is no increase of the burn rate, but of the flame front area. A wording change of pressure rise reason does not lead to a change of the calculation results, but gives the opportunity to look at the problem differently and interpret a physical process correctly. In order to prove it there are results of the vibrational combustion modeling in terms of gas explosion in the cylinder with an opening on the side. The results show that along with the pressure fluctuation there is burning area size fluctuation that occur synchronous and with the same amplitude. The modeling basis is the system of differential equations, that describe the adopted in gas dynamics fundamental conservation laws, the equation of state, written in the so-called Euler’s form. The system is supplemented with flame spread conditions. The system solution is based on the Russian method of the numerical approximation of this system-the large-particle method.https://doi.org/10.1051/matecconf/201710601040
collection DOAJ
language English
format Article
sources DOAJ
author Polandov Iurii
Korolchenko Dmitry
spellingShingle Polandov Iurii
Korolchenko Dmitry
The consideration of the turbulence influence on the gas explosion expansion in non-closed areas
MATEC Web of Conferences
author_facet Polandov Iurii
Korolchenko Dmitry
author_sort Polandov Iurii
title The consideration of the turbulence influence on the gas explosion expansion in non-closed areas
title_short The consideration of the turbulence influence on the gas explosion expansion in non-closed areas
title_full The consideration of the turbulence influence on the gas explosion expansion in non-closed areas
title_fullStr The consideration of the turbulence influence on the gas explosion expansion in non-closed areas
title_full_unstemmed The consideration of the turbulence influence on the gas explosion expansion in non-closed areas
title_sort consideration of the turbulence influence on the gas explosion expansion in non-closed areas
publisher EDP Sciences
series MATEC Web of Conferences
issn 2261-236X
publishDate 2017-01-01
description In the gas explosions simulation practice in non-closed areas there is a common opinion of burning rate increase at turbulization of initial gas mixture stream. The article shows that in conditions of turbulization there is no increase of the burn rate, but of the flame front area. A wording change of pressure rise reason does not lead to a change of the calculation results, but gives the opportunity to look at the problem differently and interpret a physical process correctly. In order to prove it there are results of the vibrational combustion modeling in terms of gas explosion in the cylinder with an opening on the side. The results show that along with the pressure fluctuation there is burning area size fluctuation that occur synchronous and with the same amplitude. The modeling basis is the system of differential equations, that describe the adopted in gas dynamics fundamental conservation laws, the equation of state, written in the so-called Euler’s form. The system is supplemented with flame spread conditions. The system solution is based on the Russian method of the numerical approximation of this system-the large-particle method.
url https://doi.org/10.1051/matecconf/201710601040
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