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Analytical and FEM based vibration analysis of PCLD treated beams with different boundary conditions: A Comparative study

机译:不同边界条件下PCLD处理梁的基于分析和有限元的振动分析:比较研究

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For active/passive control applications, low order models of flexible structures are always preferable. Models of PCLD systems generated by analytical methods are of much smaller orders as compared to finite element methods (FEM). Using analytical methods, one can get rid of complex model reduction techniques, since these model reduction techniques are subjected to errors if applied directly to PCLD or ACLD systems. However, analytical techniques cannot be applied blindly to any PCLD system. There is significant error in loss factor prediction for certain boundary conditions. This error is also dependent on the relative thicknesses of viscoelastic material layer, constraining layer and base beam. For certain combination of the above thicknesses and under certain boundary conditions, the models generated are useless for controller design purposes. On the other hand, FEM are highly robust and can be applied easily to any set of boundary conditions.
机译:对于主动/被动控制应用,始终首选柔性结构的低阶模型。与有限元方法(FEM)相比,通过分析方法生成的PCLD系统模型要小得多。使用分析方法,可以摆脱复杂的模型简化技术,因为如果将这些模型简化技术直接应用于PCLD或ACLD系统,则会出错。但是,分析技术不能盲目地应用于任何PCLD系统。对于某些边界条件,损耗因子预测存在重大误差。该误差还取决于粘弹性材料层,约束层和基梁的相对厚度。对于上述厚度的某些组合以及在某些边界条件下,生成的模型对于控制器设计目的是无用的。另一方面,有限元法具有很高的鲁棒性,可以轻松地应用于任何边界条件集。

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