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A study on The Optimization Method of Vibration Level for The New Standard of ISO6954

机译:ISO6954新标准振动水平优化方法研究

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ISO6954 was substantially revised in December 2000. The new standard introduces the weight function and, we must evaluate overall value with the amplitude set in weight (Matsumoto, 2000. Sasajima, 1999). So we must use several frequency components. According to the revision of ISO6954, the previous optimization system (Hayashi, 2000) has been revised so that the system can correspond to the new standard. In this case, attention has to be paid to the engine force when has several frequency components and the inertia force of the engine piston and connecting rod. In this study, the relationship between engine revolution and weighted root mean square value has been derived and the peak sensitivity analysis is applied to this relationship. The validity of this sensitivity analysis is verified through comparison of the predicted results with exact solutions. Then, the optimization method for the new standard was reconstructed. In this method, the old and new standards are chosen as objective function and constraint condition. Finally, the validity of this new optimization method was verified by applying this method to a tanker model.
机译:ISO6954于2000年12月大幅修订。新标准介绍了重量函数,必须使用重量幅度(Matsumoto,2000.Sasajima,1999)评估总体值(Matsumoto,2000. Sasajima,1999)。所以我们必须使用多个频率分量。根据ISO6954的修订,已经修改了先前的优化系统(Hayashi,2000),以便系统可以对应于新标准。在这种情况下,当有几个频率分量和发动机活塞和连杆的惯性力时,必须注意发动机力。在这项研究中,推导出发动机旋转和加权根均方值之间的关系,并且应用了这种关系的峰值灵敏度分析。通过使用精确的解决方案的预测结果比较来验证这种敏感性分析的有效性。然后,重建了新标准的优化方法。在此方法中,旧的和新标准被选为客观函数和约束条件。最后,通过将这种方法应用于油轮模型来验证这种新优化方法的有效性。

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