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Accuracy of Elevation Reduction Factor

机译:高程减小因子的精度

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摘要

When using state plane coordinates or performing other geodetic computations, the ratio rl(r + h) is the elevation factor commonly used to reduce a horizontal distance to its sea-level or ellipsoidal equivalent. In most cases, an approximation is used for the Earth's radius while the value of the elevation is usually much better known. This is as it should be, but the question examined in this paper is, What is an acceptable approximation for the Earth's radius and how accurately must the elevation be known to assure sufficient precision in the answer? An equation that can be used to answer these questions is derived using concepts of error propagation.
机译:当使用状态平面坐标或执行其他大地测量时,比率rl(r + h)是通常用于将水平距离减小到其海平面或椭球等效值的高程因子。在大多数情况下,地球半径使用一个近似值,而海拔值通常是众所周知的。情况应该如此,但是本文研究的问题是,什么是地球半径的可接受近似值?必须知道多高的海拔高度才能确保答案足够精确?使用错误传播的概念导出了可以用来回答这些问题的方程式。

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