青云英语翻译

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figure5depicts当轴向预紧量fz = 30 n和径向力arefx = FY = 300 n,用于平衡转子系统与转速变化的分岔图。可以看出,一个周期为2的反应中的速度intervalω= 9220 rpm至10,010转存在。稳定性分析表明,导致弗洛凯乘数穿越单位圆从-0.9978至-1.0105随着速度的增加从9,200 rpm到9,250转每分钟。则表示该周期响应通过倍周期分岔失稳至周期为2的响应。在周期2运动atω= 9250转由轨道,Poincaré映射,并且在图中所示的频率响应示出。 6.afterω= 10,010 rpm时,机内的领先弗洛凯乘数移动

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Figure5depicts 一个分叉图的转速变化的平衡的转子系统时轴向预紧力是 Fz = 30 N 和径向部队 areFx = Fy = 300 n。这是期间 2 反应存在于速度 intervalω = 9,220 rpm 至 10,010 rpm。稳定性分析显示领先的 Floquet 乘数十字架单位圆从 −0.9978 到 −1.0105 作为 9,250 rpm 从 9200 rpm 的速度增加。它指示定期反应失去稳定通过周期分岔期 2 作出的反应。期间 2 议案 atω = 9250 rpm 在轨道、 Poincarè 地图和图 6.Afterω=10,010 rpm 中所示的频率响应

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Figure5depicts叉路图为平衡的电动子系统以旋转的速度的变异,当轴向预压是Fz =30 N和径向力areFx =Fy =300 N。 它被看见期间2反应存在于速度intervalω=9,220 rpm到10,010转每分钟。 稳定性分析表示,主导的Floquet乘算器横渡单位圆从−0.9978到−1.0105,当速度增加从9,200转每分钟到9,250转每分钟。 它表明周期性反应通过期间加倍的叉路丢失稳定到期间2反应。 期间2行动atω=9250 rpm是由轨道、Poincarè地图和频率响应说明的显示在。 6.Afterω=10,010 rpm,主导的Floquet乘算器移动在单位
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