Математичне моделювання роботи буксира з азимутними рушіями на тросі

Oleksandr Pipchenko
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引用次数: 2

Abstract

Use of harbor tugs to assist vessels in berthing operations is a common practice. More often nowadays tugs are used also to provide escort service to large vessels, which cannot maneuver safely in constrained harbor waters without assistance due to their size, or to provide back-up steering ability if the vessel propulsion fails. High level of risk usually inherent to these operations stipulates the study of the tug and ship interaction dynamics. This research deals with mathematical modeling of the towing process, with the focus on azimuthal stern drive, tug maneuvering characteristics and its transverse stability. A mathematical model of an ASD tug in four degrees of freedom is presented in the paper. Following features were specifically considered: thrust degradation due to propeller interaction, transverse stability on large angles of heel, interaction via a hawser with an independently steered vessel, and the hawser tension in a dynamically unstable situation. Software developed on the basis of the proposed mathematical model allows modelling girting and capsizing of a tug. In addition, it gives an opportunity to access dangerous tug handling modes, which can be presented during tug masters training or used in the towing operations risk analysis.
使用港口拖船协助船只靠泊作业是一种常见的做法。如今,拖船还经常用于为大型船舶提供护航服务,这些大型船舶由于其体积而无法在受限的港口水域中安全航行,或者在船舶推进失灵时提供备用转向能力。这些作业通常固有的高水平风险规定了拖船和船舶相互作用动力学的研究。本文研究了拖曳过程的数学模型,重点研究了拖轮的方位船尾驱动、拖轮的操纵特性及其横向稳定性。本文建立了四自由度ASD拖轮的数学模型。具体考虑了以下特征:螺旋桨相互作用导致的推力下降、大跟角下的横向稳定性、通过独立操纵船舶的锚索相互作用以及动态不稳定情况下的锚索张力。在提出的数学模型的基础上开发的软件可以模拟拖船的系带和倾覆。此外,它还提供了一个接触危险拖轮操作模式的机会,这些模式可以在拖轮船长培训期间展示或用于拖轮操作风险分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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