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Recursive Discrete-Time Models for Continuous-Time Systems Under Band-Limited Assumptions

机译:带限假设下连续时间系统的递归离散时间模型

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摘要

Discrete-time models are very convenient to simulate a nonlinear system on a computer. In order to build the discrete-time simulation models for the nonlinear feedback systems (which is a very important class of systems in many applications) described as , one has to solve at each time step a nonlinear algebraic loop for . If a delay is present in the loop, i.e., , fast recursive simulation models can be developed and the need to solve the nonlinear differential-algebraic equations is removed. In this paper, we use the latter to model the nonlinear feedback system using recursive discrete-time models. Theoretical error bounds for such kind of approximated models are provided in the case of band-limited signals, and furthermore, a measurement methodology is proposed for quantifying and validating the output error bounds experimentally.
机译:离散时间模型非常方便,可以在计算机上模拟非线性系统。为了建立描述为的非线性反馈系统(在许多应用中是非常重要的一类系统)的离散时间仿真模型,必须在每个时间步上求解的非线性代数环。如果循环中存在延迟,即可以开发快速递归仿真模型,并且消除了求解非线性微分-代数方程的需要。在本文中,我们使用后者以递归离散时间模型对非线性反馈系统进行建模。在带限信号的情况下,提供了这种近似模型的理论误差范围,此外,提出了一种测量方法,用于实验上量化和验证输出误差范围。

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