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Determination of spherical target center from TLS data based on a method of nonlinear least squares

机译:基于非线性最小二乘法的TLS数据确定球形目标中心

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摘要

Terrestrial Laser Scanning (TLS) is a high-precision measurement technique, which has been widely used in many fields. Since large objects cannot be measured from one station, the data from multiple stations need to be connected together. The common target approach is the widely used. In TLS, targets are used in the registration, geo-referencing, and also as check points, therefore their positioning accuracy directly affects the precision of data processing results. As a spherical target can be scanned from any direction, it is more widely used than a plane target. This paper model the surface of a target by using the Levenberg-Marquardt method of nonlinear least squares to acquire the coordinates of the target centres. Comparing the obtained radius to the given one, we can evaluate the proposed method. The precise determination of target centres can provide accurate data for three-dimensional modelling.
机译:地面激光扫描(TLS)是一种高精度的测量技术,已广泛应用于许多领域。由于无法从一个站点测量大型物体,因此需要将多个站点的数据连接在一起。通用的目标方法已被广泛使用。在TLS中,目标用于注册,地理参考以及用作检查点,因此其定位精度直接影响数据处理结果的精度。由于可以从任何方向扫描球形目标,因此它比平面目标的用途更广泛。本文使用非线性最小二乘法的Levenberg-Marquardt方法对目标表面进行建模,以获取目标中心的坐标。将获得的半径与给定的半径进行比较,我们可以评估所提出的方法。目标中心的精确确定可以为三维建模提供准确的数据。

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