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Numerical Stabilisation of Non-linear Systems: Exact Theory and Approximate Numerical lmplementation

机译:非线性系统的数值稳定化:精确理论和近似数值实现

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摘要

In this paper, a theoretical background is presented for the stabilisation of non-linear systems. A numeri- cal implementation is then proposed. The class of systems concerned with the proposed practical approach is quite large and contains all flat systems as a particular subset. The stabilising strategy is based on path generation strategy and avoide the integration of the differential system. The numerical implementation extensively uses the interpolation on a function basis. Two examples of systems known to be hard to stabilise are given of illusirate the proposed algoriihm.
机译:本文为非线性系统的稳定化提供了理论背景。然后提出了一种数值实施方案。与所提出的实际方法有关的系统类别很大,并且包含所有平面系统作为特定子集。稳定策略基于路径生成策略,避免了差分系统的集成。数值实现广泛地基于函数使用插值。给出了两个已知难以稳定的系统示例,以说明所提出的算法。

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