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某大功率柴油机推进动力模块动态特性研究
引用本文:堵晗育,郭丰泽,戎志祥,尹立国.某大功率柴油机推进动力模块动态特性研究[J].柴油机,2021,43(1):36-41.
作者姓名:堵晗育  郭丰泽  戎志祥  尹立国
作者单位:中国船舶重工集团公司第七一一研究所,上海201108;中国船舶重工集团公司第七一一研究所,上海201108;中国船舶重工集团公司第七一一研究所,上海201108;中国船舶重工集团公司第七一一研究所,上海201108
摘    要:以某型16缸大功率增压柴油机动力模块为研究对象,采用AMESim软件建立了柴油机动力模块的仿真模型,并通过试验数据对仿真模型进行了标定。基于该模型对柴油机推进动力模块加速过程中模块转速与设定值的偏差,以及瞬态调速过程中模块带大惯量运行的规律以及喷油控制优化进行了仿真研究。研究结果表明:减小涡轮增压器惯量可以优化柴油机加速过程的转速响应;负荷突加、突卸瞬态过程动力模块转动惯量与转速波动值呈幂函数关系;采用PID控制可以更有效地优化推进动力模块的动态特性。

关 键 词:大功率柴油机  推进动力模块  动态特性  转动惯量  PID控制
收稿时间:2020/11/5 0:00:00
修稿时间:2020/12/9 0:00:00

Research on the Dynamic Performance of a Large-PowerDiesel Engine Propulsion Power Module
Du Hanyu,Guo Fengze,Rong Zhixiang,Yin Liguo.Research on the Dynamic Performance of a Large-PowerDiesel Engine Propulsion Power Module[J].Diesel Engine,2021,43(1):36-41.
Authors:Du Hanyu  Guo Fengze  Rong Zhixiang  Yin Liguo
Affiliation:(Shanghai Marine Diesel Engine Research Institute,Shanghai 201108)
Abstract:The power module of a 16-cylinder large-power turbocharged diesel engine was studied.A simulation model of the diesel engine power module was established using AMESim software.The model was calibrated based on the experimental data.Based on this model,the deviation between the real mo-dule speed and the set value during the acceleration process of the diesel engine propulsion power mo-dule,as well as the operation law of the module with large inertia during the transient speed control process and the optimization of fuel injection control was simulated and studied.The analysis results show that the speed response during the acceleration process of the diesel can be optimized by reducing the inertia of the turbocharger;in transient adjustment conditions of sudden load increase and decrease,the moment of inertia of the module and the value of speed fluctuation are in the relation of power function;using the PID control can effectively optimize the dynamic performance of the propulsion power module.
Keywords:large-power diesel engine  propulsion power module  dynamic performance  moment of inertia  PID control
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