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A method for realization of nonlinear state-dependent coefficients regulators based on microcontroller memory

机译:基于微控制器存储器的非线性状态相关系数调节器的实现方法

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We investigate a nonlinear stabilizing regulator with coefficients depending on the state built for nonlinear systems. Usage of a quadratic cost function allows to develop a control with coefficients that include the solution of the Riccati equation. A rather common approach is to solve this equation online which requires making high performance calculations that is not appropriate for some applications such as UAV autopilots. The method represented in this article is useful when the system state space is compact and the performance or weight of a control device is more critical than memory size. Thus, we can sample state space with some accuracy. It is offered to calculate regulator gain coefficients in advance and to keep them in memory of the control device. Assessment of the regulator gain coefficients quantity and memory size depending on accuracy of system state space sampling is provided. The algorithm of the next gain coefficient fast search is given. The numerical simulation of a UAV controlled by such a regulator is made for verification.
机译:我们研究一种非线性稳定调节器,其系数取决于为非线性系统建立的状态。通过使用二次成本函数,可以开发出包含Riccati方程解的系数的控件。一种比较普遍的方法是在线求解此方程,这需要进行不适用于某些应用(例如无人机自动驾驶仪)的高性能计算。当系统状态空间紧凑且控制设备的性能或重量比内存大小更关键时,本文中介绍的方法很有用。因此,我们可以以一定的精度对状态空间进行采样。它提供了预先计算调节器增益系数并将其保存在控制设备中的功能。提供了根据系统状态空间采样的准确性对调节器增益系数的数量和存储器大小的评估。给出了下一个增益系数快速搜索的算法。为了验证,对由这种调节器控制的无人机进行了数值模拟。

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