论文全文 - 第27届CIMAC会议 未指定分类
论文已在中国上海举行的第27届CIMAC大会上发表。论文的版权归CIMAC所有。In this paper,a semi-experimental modeling approach for the simulation of a large marine engine is presented. The engine, which is of the twostroke marine Diesel type, is modeled by means of a cycle mean value model. According to that, two nonlinear first order differential equations, which are derived by applying the angular momentum conservation in engine crankshaft and turbocharger shaft, are used for the calculation of engine crankshaft and turbocharger shaft rotational speeds. The other engine operating parameters are calculated after the solution of a non-linear algebraic system of three equations corresponding to the mass and energy balances in the engine components. Several times in the modeling stage, it is required to use,a model for the pressure drop in the air cooler,a model for the air cooler effectiveness,a model for the mass of injected fuel per cylinder and per cycle, and a model for the pressure increase in the exhaust piping system of the turbocharger. The problem with the already existing models is that they are involving, air cooler characteristics, engine characteristics, and exhaust piping system characteristics which are not always available. So in order to solve this problem, the data recorded in the engine testing data sheet of the engine to be simulated, and relative, to the pressure difference in the air cooler, to the temperatures of the air exiting the com-pressor and the air entering the engine, to the specific fuel oil consumption, and to the pressure of the exhaust gas at the outlet of the turbocharger, is exploited. This data is taken and the Curve Fitting Toolbox included in MATLAB is used to fit the following four curves: the curve of the variation of the pressure drop in the air cooler as a function of the fuel rack position, the curve of the variation of the air cooler effectiveness as a function of the fuel rack position, the curve of the variation of the mass of injected fuel per cylinder and per cycle as a function of the fuel rack position, and the curve of the variation of the pressure increase in the exhaust piping system of the turbocharger as a function of the fuel rack position. The four new models, obtained this way, are composed of quadratic and cubic polynomials and are used in this modeling approach. The mathematical equations of the marine engine model are implemented and solved using the computational environment MATLAB Simulink.Then, the simulation, under various operating conditions of the large marine engine of which engine testing data sheet has been used in the modeling phase, is performed and the derived results are presented together with the experimental results available from test bench trials of the same engine. At the end, the utility of the semi-experimental modeling approach is discusse.
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