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引用次数: 1

摘要

本文建立了整个控制系统(车辆、舵机和控制器)的数学模型。采用极限灵敏度整定法、系统整定法以及代价函数法(二次动态误差积分法)对系统进行了优化。这个标准是用来使燃料消耗最小化的。对控制器的选择进行了检查和定义。对最优参数进行了研究和分析。为了分析系统的稳定性,采用了解析法和图解法(鲁斯准则法和根轨迹法)。利用Simulink和Matlab对系统进行了仿真。非线性元件被添加到系统中,以保护机械部件不被损坏。指出了外部扰动的存在。提出了进一步改进模型的建议。
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Heading Control of Unmanned Submersible Vehicle
In this paper a mathematical model for the whole control system (vehicle, steering gear and controller) is presented. The system was subjected to a few different optimization methods: Ultimate Sensitivity Tuning Method, Systematic Tuning Method, as well as a cost function (integral of quadratic dynamic error). This criterion is used to minimize a fuel consumption. Selection of the controller is examined and defined. Optimal parameters have been investigated and analyzed. To analyze stability of the system analytical and graphical methods are used (Routh's criteria and Root-Locus). Simulation of the system is performed by using Simulink and Matlab. Non-linear elements are added to the system to protect the mechanical component from being damaged. The presence of external disturbance is pointed out. Further improvement of the model is suggested.
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