Computational optimization of the gas turbine engine the combustion chamber design to reduce nitrogen oxide emissions
Аuthors
*, **,"UEC-Aviadvigatel"JSC, 93, Komsomolsky Prospect, Perm, 614990, Russia
*e-mail: YuAMitrofanova@yandex.ru
**e-mail: kazimardanov@gmail.com
Abstract
The paper presents a study whose main goal is to reduce the emission of nitrogen oxides by improving the working process in the combustion chamber using calculated optimization of flame tube designs.
A Favre-averaged system of Navier-Stokes balance equations was adopted to describe the combustion process of an air-fuel mixture in the combustion chamber. The system was closed by a two-parameter k-ep turbulence model. A combined EDM/FRC combustion model was used to find the rate of formation/destruction of the components of the mixture. Chemical kinetics was modeled using the WGS model of methane oxidation by air. The process of formation of nitrogen oxides was described by the high-temperature Zeldovich mechanism without PDF. The averaged system of Navier-Stokes balance equations was solved numerically by the control-volume finite element method.
Before setting up the mathematical model and calculated optimization, the geometric model was refined based on the results of three-dimensional numerical modeling of the experiment to determine the hydraulic characteristics of the elements of the combustion chamber. Comparison of the numerical and experimental pressure fall in the combustion chamber showed a good correspondence between the actual design and the drawing.
The identification of the mathematical model of the working process in the combustion chamber was carried out in three modes of operation of the gas turbine engine and for two designs of fire pipes: a variant with spark plugs and a variant without a spark plug. The control parameters were selected: turbulent Prandtl number, turbulent Schmidt number and EDM model coefficient, which limits the speed of mixing components in the model.
The reduction of nitrogen oxide formation at the combustion chamber outlet was achieved by changing the size, number and location of the main openings while maintaining their total area. The non-spark plug and spark plug fire tubes were finished separately from each other. Optimization was carried out at the nominal operating mode of the gas turbine engine. As a result of optimization, the numerical value of nitrogen oxide emissions decreased by 21.18% for the case without a spark plug and by 17.14% with spark plugs.
Keywords:
gas fuel combustion, gas turbine engine, computational optimization, nitrogen oxidesReferences
- Zabelin N.A., Lykov A.V., Rassokhin V.A. Emission of pollutants from the Gazprom gas transportation system. Nauchno-tekhnicheskie vedomosti SPBPU. Global'naya ehnergetika. 2013. No. 3 (178). P. 294-305. (In Russ.).
- Yatsyna I.V., Sineva A.V., Tulakin I.Yu., Zhadan E.A., etc. The health of children in an industrially developed region. Gigiena i sanitariya. 2015. No. 94 (5). P. 39-44. (In Russ.).
- Silaeva P.Yu., Silaev A.V. Features of dispersion of nitrogen dioxide emissions by enterprises of the energy complex and their impact on the population of megacities. Vestnik RUDN. Seriya: Ehkologiya i bezopasnost' zhiznedeyatel'nosti. 2018. V. 26, No. 1. P. 63-72. (In Russ.).
- Novikov I.N., Abrosimova E.A. Development of a generalized mathematical model for calculating and designing combustion chambers of a vortex countercurrent type. Trudy MAI. 2014. No. 78. (In Russ.). URL: https://trudymai.ru/eng/published.php?ID=53709
- Bendersky L.A., Lyubimov D.A. Mathematical modeling of turbulent jet flows using the high-resolution RANS/ILES method. Aviatsionnye dvigateli. 2022. No. 2 (15). P. 5-12. (In Russ.). DOI: 10.54349/26586061_2022_2_05
- Funikov V.N., Nedoshivina T.A. Modeling of the working process of methane combustion in the combustion chamber of the GTE DG-90 Gorenje. Trudy vtoroi nauchno-tekhnicheskoi konferentsii molodykh uchenykh Ural'skogo ehnergeticheskogo instituta (Ekaterinburg, 15-19 maya 2017). Ekaterinburg: Ural Federal University Publ., 2017. P. 71-75.
- Mingalev S.V., Kazimardanov M.G. Application of numerical methods for fine–tuning combustion chambers of aircraft engines according to fuel spray characteristics. Trudy MAI. 2021. No. 117. (In Russ.). URL: https://trudymai.ru/eng/published.php?ID=156325. DOI: 10.34759/trd-2021-117-19
- Mitrofanova Yu.A., Zagitov R.A., Trusov P.V. Assessment of the effect of accounting for conjugate heat transfer between parts of the combustion chamber and the reacting flow on the results of modeling nitrogen oxide emissions. Trudy MAI. 2023. No. 132. (In Russ.). URL: https://trudymai.ru/ eng/published.php?ID=176856
- Mododin A.V. A grid-less algorithm for calculating supersonic flows of an inviscid gas. Trudy MAI. 2021. No. 119. (In Russ.). URL: https://trudymai.ru/ eng/published.php?ID=159777. DOI: 10.34759/trd-2021-119-04
- Mitrofanova Yu.A., Zagitov R.A., Trusov P.V. Setting up a mathematical model to describe the combustion of gaseous fuels, taking into account the refinement of the geometry of the computational domain Gorenje. Vychislitel'naya mekhanika sploshnykh sred. 2020. V. 13. No. 1. P. 60-72. (In Russ.).
- Ezrokhi Yu.A., Kalensky S.M. Identification of a mathematical model of a gas turbine engine based on test results. Trudy MAI. 2022. No. 122. (In Russ.). URL: https://trudymai.ru/ eng/published.php?ID=164276. DOI: 10.34759/trd-2022-122-19
- Loitsyansky L.G. Mekhanika zhidkosti i gaza (Mechanics of liquid and gas). Moscow-Leningrad: Gostekhizdat Publ., 1950. 676 p.
- Wilcox D.C. Multiscale Model for Turbulent Flows, In AIAA 24th Aerospace Meeting. American Institute of Aeronautics and Astronautics. 1986. P. 15–17. DOI: 10.2514/6.1986-29
- Reynolds O. Papers on mechanical and physical subjects. Cambridge: At the University Press. 1901. V. II. 227 p.
- Wilcox D.C. Turbulence Modeling for CFD. California. DCW Industries, Inc., 1994. 460 p.
- Prandtl L., Titiens O. Gidro- i aehromekhanika. V. 2. Dvizhenie zhidkostei s treniem i tekhnicheskie prilozheniya (Hydro- and aeromechanics. V. 2. Movement of liquids with friction and technical applications). Moscow-Leningrad: Gostekhizdat Publ., 1935. 311 p.
- Molchanov A.M. Matematicheskoe modelirovanie giperzvukovykh gomogennykh i geterogennykh neravnovesnykh techenii pri nalichii slozhnogo radiatsionno-konvektivnogo teploobmena (Mathematical modeling of hypersonic homogeneous and heterogeneous nonequilibrium flows in the presence of complex radiation-convective heat transfer). Moscow: MAI Publ., 2017. 160 p.
- Larina E.V., Kryukov I.A., Ivanov I.E. Modeling of axisymmetric jet flows using differential models of turbulent viscosity. Trudy MAI. 2016. No. 91. (In Russ.). URL: https://trudymai.ru/eng/published.php?ID=75565
- Frick P.G. Turbulentnost': modeli i podkhody. Ch. I. (Turbulence: models and approaches. Part I.). Perm: Perm State Technical University Publ., 1998. 108 p.
- Kuzminov A.V., Lapin V.N., Cherny S.G. A method for calculating turbulent flows of an incompressible fluid based on a two-layer ( ) model. Vychislitel'nye tekhnologii. 2001. V. 6, No. 5. P. 73-86. (In Russ.).
- Magnussen B.F., Hjertager B.H. On Mathematical Modeling of Turbulent Combustion with Special Emphasis on Soot Formation and Combustion. 16th Symposium (International) on Combustion. Comb. Inst., Pittsburg, Pennsylvania. 1976. V. 16, P. 719–729. DOI: 10.1016/s0082-0784(77)80366-4
- Westbrook C.K., Dryer F.L. Simplified reaction mechanisms for the oxidation of hydrocarbon fuels inflames. Combustion Science and Technology. 1981. V. 27, P. 31–43. DOI: 10.1080/00102208108946970
- Zeldovich Ya.B., Sadovnikov P.Ya., Frank-Kamensky D.A. Okislenie azota pri gorenii (Oxidation of nitrogen during combustion). Moscow-Leningrad: USSR Academy of Sciences Publ., 1947. 148 p.
- Fenimore C.P., Jones G.W. Nitric Oxide Decomposition at 2200–2400° K. The Journal of Physical Chemistry. American Chemical Society. 1957. V. 61, No. 5. P. 654–657. DOI: 10.1021/j150551a034
- Nelder J., Wead R. A Simplex Method for Function Minimization. Computer Journal. 1965. V. 7, P. 308–313. DOI: 10.1093/COMJNL/7.4.308
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