The spatial models of radiation of jets of combustion products of rocket engines
Main results
- A software package has been developed for calculating directional spectral emissivity (signatures) of emitting spatial objects of astrophysics and atmospheric physics, based on Monte-Carlo simulation methods;
- The principal scientific novelty of the developed program complex is the ability to determine the spectral emissivity of jets, emitting volumes of arbitrary geometry;
- This software package includes an electronic database of spectral optical properties of heated gases and low-temperature plasma;
- More information may be found in the book (in russian): Surzhikov S.T. Thermal radiation of gases and plasma, Moscow: BMSTU publishing, 2004. 544 p. (Computer models of physical mechanics).
Actual problems
- Creation of a database of spectral optical properties of the emitting gases at high temperatures taking into account the fine structure of the rotational spectrum and the nonequilibrium excitation of molecular components;
- Development of new Monte Carlo algorithms (including algorithms for parallel computing) for calculation of the spectral emissivity with and without consideration of the fine rotational structure;
- Calculation of signatures of emitting objects taking into account fine rotational structure of the spectrum;
- Development of 3-dimensional models taking into account the spatial and temporal fluctuations and nonequilibrium radiation.
The development of algorithms of local sampling for simulation of signatures
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Temperature of the gas (left) and of the condensed phase (right) in the axisymmetric jet
The temperature of the gas in the block jet
The integral emissivity of the 3 block jet of the first type with a high level of scattering
Nph=106,
where Nph - number of photon
(a) | (b) |
The spectral signature of a tactical missile with fuel based on AP/HTPB:
a) xAl2O3=0.0005, rp=1.0 μm, NAl2O3=4.04*104 cm-3;
b) xAl2O3=0.05, rp=1.0 μm, NAl2O3=4.25*106 cm-3.
The prediction of the spectral directional emissivity of a cylindrical volume (H2O/N2) at high temperatures
(a) | (b) |
Interpretation of ERIM experimental data:
a) Spectral optical model with averaging on 25 cm-1;
b) Optical model based on the HITRAN data.
The prediction of the spectral directional emissivity of a cylindrical volume (CO2/N2) at high temperatures
(a) | (b) | (c) |
Interpretation of ERIM experimental data (results were obtained using temperature extrapolated HITRAN data):
a) Averaging over the rotational structure (JLBL=0, JSUM=1);
b) Averaging over the rotational structure (JLBL=0, JSUM=0);
c) A statistical model of the rotational lines (JLBL=3).
The prediction of the spectral directional emissivity of a cylindrical volume (CO2/N2), weakned by a cold gas
(a) | (b) |
Interpretation of ERIM experimental data (results were obtained using temperature extrapolated HITRAN data):
a) A statistical model of the rotational lines (JLBL=2, approximation of the weak line),
a spectral group model 25 cm-1;
b) A statistical model (JLBL=2), a spectral group model 25 cm-1.
The prediction of the spectral directional emissivity of a cylindrical volume (CO2/N2), weakned by a cold gas
Interpretation of ERIM experimental data. Line-by-line calculations with the spectral resolution of 0.0083 cm-1