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引用次数: 1
摘要
地理坐标系(以经纬度表示)认为地球是一个完美的球体。但实际上它的形状有点椭圆。这个假设限制了地球上任意两点之间计算距离的准确性。虽然这个小误差在大多数距离计算器算法中被忽略,但要求任意两点之间完美距离的应用需要另一种计算方法。解决这个问题的一种方法是Jay K. Donald的椭圆投影。本文简要介绍了椭圆投影的背景,并给出了从给定的纵横对生成地理坐标的算法实现。垂直和水平坐标可以用来计算两点之间接近完美的飞行里程。在一些实际地址样本上的实验表明,该方法计算的航空距离比不考虑地球椭球形状的方法计算的航空距离要精确得多。
Implementation of Donald elliptic projection for VH coordinates and calculation of air mileage
Geographic coordinate system (represented in latitude and longitude) considers earth as a perfect sphere. But in fact its shape is slightly elliptical. This assumption puts limitations on the accuracy of distance calculated between any two points on earth. While this small error is neglected in most distance calculator algorithms, applications demanding perfect distance between any two points need alternative way to compute that. One approach to solve this problem is Jay K. Donald's elliptic projection. In this paper we briefly describe the back-ground of elliptical projection and presents an implementation of the algorithm that yields geographical coordinates from given vertical-horizontal pair. The vertical and horizontal coordinates can be used to calculate near perfect air mileage between two points. Experiments on some sample real addresses show that the calculated aerial distances are more accurate than the ones calculated by methods that do not consider earth's oblate spheroid shape.