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Global search of non-linear systems periodic solutions: A rotordynamics application

机译:非线性系统周期解的全局搜索:转子动力学应用

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Introducing non-linearities into models contributes towards a better reality description but leads to systems having multiple solutions. It is then legitimate to look for all the solutions of such systems, that is to have a global analysis approach. However no effective method can be found in literature for systems described by more than two or three degrees of freedom. We propose in this paper a way to find all T-periodic solutions-where T is known-of a non-linear dynamical system. This method is compared to three other approaches and is shown to be the most efficient on a Duffing oscillator. As a more complex example, a rotor model including a squeeze-film damper is studied and a second branch of solutions is exhibited.
机译:将非线性引入模型有助于更好地描述现实,但会导致系统具有多个解决方案。因此,寻找此类系统的所有解决方案是合情合理的,那就是采用全局分析方法。但是,对于两个或三个以上自由度描述的系统,在文献中找不到有效的方法。我们在本文中提出一种找到非线性动力系统的所有T周期解的方法(其中T是已知的)。将该方法与其他三种方法进行了比较,并证明在Duffing振荡器上是最有效的。作为更复杂的示例,研究了包含挤压膜阻尼器的转子模型,并展示了解决方案的第二个分支。

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