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首页> 外文期刊>Nae more, journal of marine sciences >GREAT CIRCLE SAILING - CALCULATION OF INTERMEDIATE POSITIONS
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GREAT CIRCLE SAILING - CALCULATION OF INTERMEDIATE POSITIONS

机译:大圈航行-中间位置的计算

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摘要

This paper deals with the realization of the great circle navigation. In practice, the main problem occurs because the great circle is a curve on the Mercator navigation chart, which has to be broken down into a number of smaller rhumb line parts. Besides computer programs, the simplest way of realization of the great circle navigation is by using the Gnomonic chart as the great circle is a straight line on this chart. Conventional numerical and tabular methods based on spherical trigonometry are quite complicated and time consuming. In order to simplify the way of computing intermediate positions along the great circle, this paper suggests the use of the Latitude Equation of the Mid-longitude and appropriate tables based on this method. Also, using spherical trigonometry, the paper presents a way of obtaining the Latitude Equation of the Mid-longitude. Originally, the Latitude Equation of the Mid-longitude is derived without the use of spherical trigonometry.
机译:本文讨论了大圆弧导航的实现。实际上,出现主要问题是因为大圆圈是墨卡托导航图上的曲线,必须将其分解为许多较小的菱形线部分。除了计算机程序以外,实现大圆弧导航的最简单方法是使用Gnomonic图表,因为大圆弧是该图表上的直线。基于球形三角学的常规数值和表格方法相当复杂且耗时。为了简化计算沿大圆的中间位置的方法,本文建议使用中经度纬度方程式和基于此方法的适当表格。另外,使用球面三角法,提出了一种获得中经度纬度方程的方法。最初,中经度的纬度方程式是在不使用球面三角法的情况下得出的。

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