最后通过算例说明地理曲线误差带的可视化方法和曲线长度误差估计公式的应用。
Examples are provided to show the visualization of error bands of geographical curves and the use of error equations of line length.
为了把基线长度和姿态的误差引入轨道空间位置，提出了相应的数学模型。
In order to introduce the errors of the baseline length and attitude into orbital position, we propose the corresponding mathematical model.
此误差可通过在公法线长度方向上加大留磨量，进行磨齿予以消除。
The error can be avoided by increasing the gear grinding allowance in length of common normal line to grind gear.
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