论文标题
具有分数钻石的树状网络的损坏建模
Damage Modeling for the Tree-Like Network with Fractional-Order Calculus
论文作者
论文摘要
在本文中，我们建议将具有损坏的树状网络建模为分数标称植物的乘积和分数级的乘法干扰，该型结构良好，并完全表征每个受损分量处的损坏量。这种建模方式使我们对损坏的网络行为有所了解，帮助我们在不确定的损坏下设计强大的控制器并确定损坏。尽管本文的主要结果专门针对一个模型，但我们认为，这种结构良好的干扰模型的方式可以应用于一类损坏的网络。
In this paper, we propose that a tree-like network with damage can be modeled as the product of a fractional-order nominal plant and a fractional-order multiplicative disturbance, which is well structured and completely characterized by the damage amount at each damaged component. Such way of modeling brings us insights about that damaged network's behavior, helps us design robust controllers under uncertain damages and identify the damage. Although the main result in this paper is specialized to one model, we believe that this way of constructing a well-structured disturbance model can be applied to a class of damaged networks.
