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Nonlinear control algorithms for efficiency-improved course keeping of large tankers under heavy sea state conditions

机译:非线性控制算法,用于改善重油海况下大型油轮的航向

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In order to solve the problem of more energy-saving and safer course keeping control for large oil tanker under heavy sea state conditions, a hyperbolic tangent function was used as a new nonlinear feedback function to re-examine the nonlinear feedback in this paper. The new control algorithm was theoretically proved by describing function, and the stability analysis of the system was carried out through Nyquist curve. Taking "YUKUN" and "New Triumph" oil tanker as examples, systematic comparative simulations of hyperbolic tangent function and sine function were carried out. It was found that sine function was better than the hyperbolic tangent function for the course keeping control of general ship under normal sea state conditions. However, for large oil tanker under heavy sea state conditions, the hyperbolic tangent function could achieve almost the same control effect as sine function while the maximum rudder angle decreased by 39% and the average rudder angle decreased by 36%. Therefore, from the numerical investigations, the nonlinear algorithm modified by hyperbolic tangent has obvious advantages in the course keeping control of large oil tanker under heavy sea state conditions.
机译:为了解决大型油轮在重载海况下更加节能,更安全的航向控制问题,本文将双曲正切函数作为一种新的非线性反馈函数,对非线性反馈进行了重新检验。通过函数描述从理论上证明了新的控制算法,并通过奈奎斯特曲线对系统进行了稳定性分析。以“宇昆”号和“新胜利”号油轮为例,对双曲正切函数和正弦函数进行了系统的比较模拟。研究发现,在正常海况下,对于一般船舶的航向控制,正弦函数优于双曲正切函数。但是,对于大型油轮,在重海状态下,双曲正切函数可以实现与正弦函数几乎相同的控制效果,而最大舵角减小39%,平均舵角减小36%。因此,从数值研究来看,双曲正切修正的非线性算法在重油状态下大型油轮的航向保持控制中具有明显的优势。

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