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Transient modelling of DI TCi diesel engineBrace, Chris January 1996 (has links)
No description available.
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Performance and combustion of ethanol in a high-compression, direct-injection, compression-ignition engineKawambwa, S. J. M. January 1993 (has links)
No description available.
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Investigations into the performance of highly turbocharged diesel enginesCraddock, J. P. January 1985 (has links)
No description available.
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Some aspects of high pressure charging of automotive diesel enginesFatohi, Wathik Noel January 1992 (has links)
No description available.
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Investigation into the optimisation of fuel consumption in spark ignition four stroke enginesMahmmud, Faiz January 1996 (has links)
No description available.
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Study of the highly turbocharged dieselOsborne, A. G. January 1983 (has links)
No description available.
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An experimental investigation of flow processes in dual-intake valve enginesMahmood, Zulshan January 1998 (has links)
No description available.
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Sequential turbocharging of marine diesel enginesGalbraith, John January 1990 (has links)
No description available.
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Phenomenological combustion model for direct injection diesel engineMehta, Pramod S. January 1981 (has links)
In the present investigation a new phenomenological model for Quiescent and Swirl Type Direct Injection Diesel Engines has been developed. The model enables prediction of engine cylinder pressure, fuel injection and evaporation rates, air entrainment rate into fuel sprays, heat release rate, heat transfer and mean cylinder gas temperatures and exhaust smoke level. A soot model is proposed based on chemical kinetics and a turbulent mixing rate concept. The model predictions are verified with several experimental data. The predictions are made over a range of engine speed, load, injection timing, boost pressure and intake swirl level. Comparison with available engine experiments is in general good.
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Numerical computation of gas flow through an exhaust duct : an investigation of the exit boundary conditionsTitahMboh, Manases M. January 1997 (has links)
A numerical investigation of the exit plane boundary conditions of an engine exhaust duct is presented. The conventional boundary condition which is used in non-linear analysis is the so-called zero-pressure condition. Various forms of implementation of this condition are used to investigate the relative effects upon the error which arises from numerical approximation oferö pressure condition. The computational domain is then extended downstream of the exit boundary, to model acoustic radiation into a free or half space without the need for any boundary condition at the duct exit plane. The Sommerfeld radiation condition is used to set the boundary conditions at a finite far-field location, making it possible for the computational domain to be set at a finite size. Calculations on the extended domain are used to determine the error in the radiated sound levels which is caused by the fundamental inadequacy of the zero-pressure boundary condition in representing the actual conditions at the exit exit plane. A modification of the conventional zero-pressure exit boundary condition is used, which gives improved results in the non-linear flow regime, without the need to extend the flow domain downstream of the exit boundary. For calculations on the simple duct domain, the flux-split scheme of Radespeil and Kroll is used to reduce spurious modes of the numerical scheme, which are convected to the exit boundary, so that the solution is improved. For the different flow domains considered, examples of small-amplitude single-frequency and multiple-frequency disturbances are presented, followed by higher amplitude multiple-frequency engine source examples. The results for small-amplitude disturbances are compared to those from linearised frequency-domain acoustic analysis. Exit plane velocity profiles and far-field noise spectra corresponding to the computed flows are presented and discussed. Finally, two sets of experimental data, one for a Wankel Rotary Engine and one for a piston engine, are examined against computed data.
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