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Calibration of transformation matrix in object body coordinate and camera coordinate

机译:标定物体坐标系和相机坐标系中的变换矩阵

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In this paper,a new coordinate system calibration is proposed in order to define the dependence of position between object body coordinate and camera coordinate which can be used in object measurement by the formation of image.Due to existing the fabrication and installation error,it is difficult to make system parallel between object body coordinate and camera coordinate.To resolve it,the deviation of the two coordinate system is demanded to measure detailed.The deviation compensation in the image processing software can ensure the accuracy the pitch angle and azimuth in the destination image of camera measurement system.In order to definite the position,a base coordinate system of theodolite is set by mutual-space measurement principle.After the measurement of theodolite system,a transformation matrix of the base coordinate system can be deduced.Changing the position of the theodolite station and adjusting the cross-screw to infinity,the transformation matrix between the base coordinate and star-sensor coordinate can be deduced by image formation of the destination at infinity.The position relation between object body and camera can be calculated by the transformation matrix.The results of the measurement experiment show that the gauging repeatability is 6' which can meet the system gauging demands.
机译:本文提出了一种新的坐标系标定方法,以定义物体坐标与摄像机坐标之间的位置依赖性,可以通过图像的形成将其用于物体测量。由于存在制造和安装误差,因此难以使物体坐标与摄像机坐标平行。要解决该问题,需要详细测量两个坐标系的偏差。图像处理软件中的偏差补偿可以确保目标俯仰角和方位角的准确性。为了确定位置,通过相互空间测量原理设置经纬仪的基本坐标系。经纬仪系统测量后,可以推导出基本坐标系的变换矩阵。经纬仪站的位置并调整十字螺丝到无穷大,基本坐标之间的转换矩阵可以通过无穷远处目标的成像来推导卫星坐标和星体坐标,通过变换矩阵可以计算出物体与相机之间的位置关系。测量实验结果表明,测量的可重复性为6',满足系统的测量要求。

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