Experimental study of unsteady state operation of a diesel engine
Authors: Ivashchenko N.A,, Kuznetsov A.G. | Published: 04.07.2014 |
Published in issue: #7(652)/2014 | |
Category: Transportation and Power Engineering | |
Keywords: experimental study, unsteady state modes, effective and indicated efficiency, dynamics, mathematical model |
Dynamic mathematical models of supercharged diesel engines are usually developed on the basis of an unjustified assumption that initial data derived from steady state characteristics for load or speed are valid for unsteady state modes. To determine transient characteristics of a diesel engine, the experimental study of a 26/26 single-cylinder diesel engine was conducted. Load characteristics of the diesel engine were obtained at various constant air pressure (density) values. The results of the experimental study formed the basis for developing the dynamic mathematical model of a diesel engine. It is recommended that functional dependencies should be formulated for such quantities as indicated efficiency, etc. rather than directly for effective efficiency because the former can be obtained by standard tests or derived from the data available for similar types of engines. The results of the experimental study can be used when developing mathematical models of supercharged diesel engines.
References
[1] Kuznetsov A.G. Dinamicheskaia model’ dizelia [Diesel dynamic model]. Avtomobil‘naia promyshlennost‘ [Automotive industry]. 2010, no. 2, pp. 30–33.
[2] Kuznetsov A.G., Trifonov V.L., Markov V.A. Matematicheskaia model‘ sistemy avtomaticheskogo regulirovaniia dizelia s turbonadduvom [Mathematical model of the automatic control system of diesel engine with turbo]. Vestnik MGTU im. N.E. Baumana. Ser. Mashinostroenie [Herald of the Bauman Moscow State Technical University. Mechanical Engineering]. 2000, no. 4, pp. 106–119.
[3] Bokovikov A.N., Kuznetsov A.G. Matematicheskaia model’ sistemy vozdukhosnabzheniia avtomobil’nogo dizelia dlia polunaturnogo modelirovaniia ego dinamicheskikh rezhimov [Mathematical model of Gas Exchange System of automobile diesel for realtime modeling of dynamic operating points]. Gruzovik [Truck]. 2009, no. 11, pp. 30–33.
[4] Jung M. Mean-Value Modeling and Robust Control of the Airpath of a Turbocharged Diesel Engine. Dissertation is submitted for the degree of Doctor of Philosophy. Cambridge: Department of Engineering University of Cambridge, 2003. 145 p.
[5] Eriksson L. Modeling and Control of Turbocharged SI and DI Engines. Oil and Gas Science and Technology, 2007, vol. 62, no. 4, pp. 523–538.
[6] Kavtaradze R.Z. Teoriia porshnevykh dvigatelei [Theory piston engines]. Moscow, Bauman Press, 2008. 720 p.
[7] Chainov N.D., Ivashchenko N.A., Krasnokutskii A.N., Miagkov L.L. Konstruirovanie dvigatelei vnutrennego sgoraniia [Designing the internal combustion engine]. Moscow, Mashinostroenie publ., 2011. 496 p.
[8] Teplotekhnika [Thermotechnics]. Ed. Arkharov A.M., Afanas’ev V.N. Moscow, Bauman Press, 2011. 792 p.
[9] Mashinostroenie. Entsiklopediia. Dvigateli vnutrennego sgoraniia [Engineering. Encyclopedia. Internal combustion engines]. Vol. 4–14. Ed. Aleksandrov A.A., Ivashchenko N.A. Moscow, Mashinostroenie publ., 2013. 784 p.
[10] Putintsev S.V. Mekhanicheskie poteri v porshnevykh dvigateliakh: spetsial’nye glavy konstruirovaniia, rascheta i ispytanii [Mechanical losses in piston engines: special head design, calculations and tests]. Available at: http://wwwcdl.bmstu.ru/e2 (accessed 19 June 2011).
[11] Kuznetsov A.G., Likhoded E.I. Opisanie funktsional’nykh zavisimostei dinamicheskoi modeli dizelia polinomami [Description of the functional dependencies of the dynamic model of diesel polynomials]. Aktual’nye problemy razvitiia porshnevykh DVS: materialy mezhotraslevoi nauchno-tekhnicheskoi konferentsii [Actual problems of piston engine: Materials interdisciplinary scientific conference]. St. Petersburg, SPbGMTU publ., 2008, pp. 98–101.