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Proper excitation for the derivation of the best related linear dynamic system to describe sprayer boom dynamics

机译:适当的激励以推导最佳相关的线性动力系统来描述喷雾机动臂动力学

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This paper discusses the derivation of the best related linear dynamic system approximation to a tractor-sprayer combination and a parametric model for the related linear dynarr ic system is identified. It will be of interest to check the degree of non-linearity in order to consider the validity of linear dynamic models. A simple method has been utilised based on the kernel idea of well-chosen periodic excitations where only some of the considered frequency components are excited. The non-excited frequency lines will be used to detect, qualify and quantify the non-linear distortions. To compare, the tractor-sprayer combination has been excited with a normal multisine and an odd-odd multisine excitation. Next, a parametric transfer function model has been identified in the frequency domain for both data records respectively. The experiment affirms that odd multisines can give positive results in the presence of non-linear distortions. Indeed, derived models even better describe the system than those models obtained from experiments with a multisine excitation.
机译:本文讨论了最佳的相关线性动力学系统对拖拉机-喷雾器组合的近似推导,并确定了相关线性动态系统的参数模型。检查非线性度以考虑线性动态模型的有效性将是令人感兴趣的。基于精心选择的周期性激励的内核思想,已经采用了一种简单的方法,其中仅某些所考虑的频率分量被激励。非激励频率线将用于检测,鉴定和量化非线性失真。相比之下,拖拉机-喷雾器组合已通过正常的多正弦和奇数个多正弦激励进行了励磁。接下来,已在频域中分别为两个数据记录标识了参数传递函数模型。实验证实,在存在非线性失真的情况下,奇数正弦波可以给出肯定的结果。的确,与从多正弦激励实验获得的模型相比,派生模型甚至更好地描述了系统。

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