海底电缆敷设问题

IF 0.3 Q4 MATHEMATICS Matematika Pub Date : 2018-12-02 DOI:10.11113/MATEMATIKA.V34.N2.1064
A. R. Z. Abidin, Shaymaa Mustafa, Z. A. Aziz, K. Ismail
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引用次数: 3

摘要

海底电缆敷设过程中会出现许多不确定的情况,这对工程师来说是一项艰巨的任务。通常情况下,正在铺设的电缆与正在规划的路线不完全匹配,从而导致松弛的形成。为了控制安装过程中的浪费,需要最大限度地减少松弛,船舶的移动需要与铺设的电缆同步。通过考虑外力、电缆特性和几何形状等一些定义参数,使用数学模型解决了当前的问题。由于其复杂性,该模型是为稳态问题开发的,假设船舶速度恒定,海床平坦,风和波浪的影响不显著。无量纲系统用于缩放工程参数,并将其分为两个主要参数,即流体的流体动力学阻力和电缆的弯曲刚度。本文中生成了两个解决方案;数值解和渐近解。这些解决方案的结果表明,松弛的百分比可以通过增加规定的电缆张力来减少,海水的阻力系数或电缆的弯曲刚度的增加也同样会导致较低的松弛百分比。
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Subsea Cable Laying Problem
Subsea cable laying process is a difficult task for an engineer due to many uncertain situations which occur during the operation. It is very often that the cable being laid out is not perfectly fit on the route being planned, which results in the formation of slack. In order to control wastages during installation, the slack needs to be minimized and the movement of a ship/vessel needs to be synchronized with the cable being laid out. The current problem was addressed using a mathematical model by considering a number of defining parameters such as the external forces, the cable properties and geometry. Due to the complexity, the model is developed for a steady-state problem assuming velocity of the vessel is constant, seabed is flat and the effect of wind and wave is insignificant. Non-dimensional system is used to scale the engineering parameters and grouped them into only two main parameters which are the hydrodynamic drag of the fluid and the bending stiffness of the cable. There are two solutions generated in this article; numerical and asymptotic solutions. The result of these solutions suggests that the percentage of slack can be reduced by the increase of the prescribed cable tension, and also the increase in either the drag coefficient of the sea water or the bending stiffness of the cable, similarly will result in lower slack percentage.
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来源期刊
Matematika
Matematika MATHEMATICS-
自引率
25.00%
发文量
0
审稿时长
24 weeks
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