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基于最优阈值法的曲轴缺齿位置判定研究

Research on Position Identification of Missing Teeth of Crankshaft Based on Optimal Threshold Method
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摘要 为了准确判定电控发动机上止点位置,建立了信号齿盘概率分布的数学模型,并根据最优阈值统计算法实现了对缺齿位置的判定。采集了某氢气电控发动机转速试验数据,并分析了试验结果,得到了不同转速下正常齿的方差分布,且当前瞬时转速与上个瞬时转速的速度比ncurrent/nlast的概率分布服从正态分布。采用最优阈值统计算法得到了最优阈值Tjudge的通用公式,并通过60-2、60-3和30-2三种正时齿盘方案验证了该通用公式的正确性。最后求出了缺齿出现误判时转速波动率的临界值,增加缺齿数对防止缺齿位置误判是十分有利的。 In order to identify the engine TDC position accurately, this paper establishes the probability distribution mathematical model of signal crankshaft flywheel an d realized position identification of missing teeth with optimal threshold metho d. The H2 IC engine experimental data is acquired and analyzed, the varia nce distribution of the normal teeth at different speed is calculated, and the probability distribution of the speed ratio between current and last speed ncurrent/nlast obeys normal distribution. The genera l expression of optimal threshold Tjudge for different signal cranksha ft flywheel is educed, and the correctness is validated by three different sig nal crankshaft flywheels, including 60-2, 60-3 and 30-2. The critical value o f speed fluctuation ratio, when error identifcation of missing teeth occurs, is obtained finally, the increasing missing teeth number is benefit for preventing e rror position identification of missing teeth.
出处 《兵工学报》 EI CAS CSCD 北大核心 2010年第12期1541-1545,共5页 Acta Armamentarii
关键词 动力机械工程 电控系统 缺齿位置 最优阈值 power machinery engineering ECU position identification of missing teeth opt imal threshold
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参考文献4

  • 1Wang J,Sarlashkar J.Engine crankshaft position tracking algorithms applicable for given arbitrary cam-and crank-shaft position signal patterns[R].SAE:2007,1:1597.
  • 2Jatrick Leteinturier,Joseph Benning.Enhanced engine position acquisition & treatment[R].SAE:1999-01-0203.
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  • 4甄龙信,安子君,李强,等.基于曲轴位置传感器信号的曲轴角加速度分析[C]//2008中国汽车上程学会年会论文集.天津,2008:95-99.

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