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A NOVEL APPROACH TO SOLVE THE GREAT CIRCLE TRACK BASED ON ROTATION TRANSFORMATION

机译:基于旋转变换的大圆轨迹求解新方法

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摘要

The great circle track (GCT) is composed of several rhumb lines in practice. Given the initial conditions, the waypoints along the GOT can be determined by the navigator. To reduce the complex calculation in a space system, transforming the system into a planar coordinate one is considered. Thus, an idea of the plane of the celestial meridian in celestial navigation is proposed to determine the waypoints, which are presented in equator coordinate system and horizontal one. For locating the waypoints on the GCT, the rotation transformation is introduced to derive the governing equations for the computation procedures with respect to different given initial conditions. Due to the rotation transformation, all initial conditions to obtain the waypoints can be dealt with simultaneously. A program, GCTPro_RT, is developed to solve the GCT problems for any smart devices. Its effectiveness and real applications are presented through demonstrated examples.
机译:实际上,大圆轨道(GCT)由几条横线组成。给定初始条件,沿着GOT的航路点可以由导航器确定。为了减少空间系统中的复杂计算,可以考虑将系统转换为平面坐标。因此,提出了一种天体导航中天体子午线平面的概念来确定航路点,这些航路点以赤道坐标系和水平坐标系表示。为了在GCT上定位航路点,引入了旋转变换以针对不同的给定初始条件导出用于计算过程的控制方程。由于旋转变换,可以同时处理获取航路点的所有初始条件。开发了GCTPro_RT程序来解决任何智能设备的GCT问题。通过演示的示例展示了其有效性和实际应用。

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