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Mathematical Modeling of Fuel Pressure inside High Pressure Fuel Pipeline of Combination Electronic Unit Pump Fuel Injection System

机译:组合电子单元泵燃油喷射系统高压燃油管路内燃油压力的数学建模

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In order to completely understand the trend of pressure variations inside High Pressure (HP) fuel pipeline of Combination Electronic Unit Pump (CEUP) fuel injection system and study the impact of two major physical properties of fuel i.e., density and dynamic viscosity on pressure a 1D nonlinear dynamic mathematical model of fuel pressure inside pipeline using Wave Equation (WE) has been developed in MATLAB using finite difference method. The developed model is based on the structural parameters of CEUP fuel injection system. The impact of two major physical properties of the fuel has been studied as a function of pressure at various operating conditions of diesel engine. Nearly 13.13 bars of increase in pressure is observed by increasing the density from 700 kg/m3 to 1000 kg/m3. Whereas an increase of viscosity from 2 kg/m.s to 6 kg/m.s results in decrease of pressures up to 44.16 bars. Pressure corrections in the mathematical model have been incorporated based on variations of these two fuel properties with the pressure. The resultant pressure profiles obtained from mathematical model at various distances along the pipeline are verified by correlating them with the profiles obtained from simulated AMESim numerical model of CEUP. The results show that MATLAB mathematical results are quite coherent with the AMESim simulated results and validate that the model is an effective tool for predicting pressure inside HP pipelines. The application of the this mathematical model with minute changes can therefore be extended to pressure modeling inside HP rail of Common Rail (CR) fuel injection system.
机译:为了完全了解组合电子单元泵(CEUP)燃油喷射系统的高压(HP)燃油管道内的压力变化趋势,并研究燃油的两个主要物理特性(密度和动态粘度)对压力的影响,一维在MATLAB中使用有限差分法开发了使用波动方程(WE)的管道内燃料压力非线性动态数学模型。开发的模型基于CEUP燃油喷射系统的结构参数。已经研究了柴油的两个主要物理特性对柴油机各种运行条件下压力的影响。通过将密度从700 kg / m 3 增加到1000 kg / m 3 ,可以观察到近13.13巴的压力增加。而粘度从2 kg / m.s增加到6 kg / m.s导致压力降低到44.16 bar。基于这两种燃料特性随压力的变化,已将数学模型中的压力校正纳入其中。通过将数学模型沿管道的不同距离获得的合成压力分布图与从CEUP的模拟AMESim数值模型获得的分布图相关联,可以对其进行验证。结果表明,MATLAB数学结果与AMESim模拟结果非常一致,并证明该模型是预测高压管道内压力的有效工具。因此,这种具有微小变化的数学模型的应用可以扩展到共轨(CR)燃油喷射系统的高压导轨内部的压力建模。

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