Abstract
The article presents results of a numerical solution of a nonsteady problem on the free discharge of a mixture of gases from a hemispherical volume with allowance for thermal decomposition of heat-insulating materials.
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Abbreviations
- V:
-
volume
- S:
-
area
- t:
-
τ
- P:
-
p
- T:
-
θ
- u:
-
v
- Q:
-
q, dimensional and dimensionless time, pressure, temperature, TIM decomposition rate, and heat flux
- γ:
-
adiabatic exponent
- R:
-
gas constant
- ρ:
-
density
- H:
-
specific enthalpy
- c:
-
specific heat
- λ:
-
thermal conductivity
- α, β, θs :
-
dimensionless complexes
- ɛ:
-
coefficient expressing the radiative properties of the gas medium and the heat-transfer surface
- σ:
-
Stefan-Boltzmann constant
- 0:
-
initial state and scale factors
- s:
-
surface
- Π:
-
coke
- M:
-
TIM material
- P:
-
pyrolysis front
- A:
-
ablation front
- v:
-
volatile degradation products
- α :
-
adiabatic conditions
- c:
-
completion of discharge
Literature cited
I. A. Charnyi, Principles of Gas Dynamics [in Russian], Moscow (1961).
L. G. Loitsyanskii, Mechanics of Liquids and Gases [in Russian], Moscow (1970).
Mastanayakh, Teploperedacha,98, No. 1, 152–157 (1976).
Yu. V. Polezhaev and F. B. Yurevich, Thermal Protection [in Russian], Moscow (1976).
V. P. Mugalev, Heat and Mass Transfer, Vol. 1 [in Russian], Minsk (1968), pp. 32–37.
N. N. Kalitkin, Numerical Methods [in Russian], Moscow (1978).
V. P. Isachenko, V. A. Osipova, and A. S. Sukomel, Teploperedacha, Moscow (1981).
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Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 54, No. 5, pp. 787–793, May, 1988.
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Borovskoi, I.G., Vorozhtsov, A.B. & Kozlov, E.A. Analysis of the effect of the decomposition of char-forming heat-insulating materials on the free discharge of a gas mixture. Journal of Engineering Physics 54, 534–539 (1988). https://doi.org/10.1007/BF00872573
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DOI: https://doi.org/10.1007/BF00872573