MOUNTING ARRANGEMENT FOR 3D SENSOR
    22.
    发明申请

    公开(公告)号:US20190323822A1

    公开(公告)日:2019-10-24

    申请号:US16381238

    申请日:2019-04-11

    Abstract: A 3D sensor system with a mounting arrangement is provided. The system includes a 3D sensor that measures 3D coordinates of a surface, the 3D sensor having a body with a slot disposed in a side, the slot further having a recess centrally disposed thereon. One or more slot nuts are disposed in the slot. A mounting bracket is provided having a pair of keystone members and a dowel pin disposed therebetween, the keystone members being disposed in the slot and the dowel pin being disposed in the recess, the mounting bracket having a plurality of holes aligned with the slot. One or more fasteners are provided that extend through the plurality holes and engage the one or more slot nuts to couple the mounting bracket to the 3D sensor.

    Method of determining a common coordinate system for an articulated arm coordinate measurement machine and a scanner
    25.
    发明授权
    Method of determining a common coordinate system for an articulated arm coordinate measurement machine and a scanner 有权
    确定铰接臂坐标测量机和扫描仪的共同坐标系的方法

    公开(公告)号:US09228816B2

    公开(公告)日:2016-01-05

    申请号:US14209301

    申请日:2014-03-13

    Inventor: Markus Grau

    CPC classification number: G01B5/008 G01B11/14 G01B11/25 G01B11/2504 G01B21/042

    Abstract: A method of determining a mathematical transformation to place three-dimensional (3D) coordinates of points measured by an articulated arm coordinate measurement machine (AACMM) and 3D points measured by a scanner in a common coordinate system is provided. The method including providing the 3D scanner and the AACMM having a probe. The scanner and AACMM each have a local frame of reference. Three non-collinear targets are measured with the probe and then with the scanner. 3D probe reference coordinates and 3D scanner reference coordinates are determined based on the measurement of the targets by the AACMM and scanner. The mathematical transformation is determined based at least in part on the 3D probe reference coordinates and the 3D scanner reference coordinates, the mathematical transformation characterized at least in part by a collection of parameters.

    Abstract translation: 提供了一种确定数学变换以将由关节臂坐标测量机(AACMM)测量的点的三维(3D)坐标和由扫描仪测量的3D点放置在公共坐标系中的方法。 该方法包括提供具有探针的3D扫描仪和AACMM。 扫描仪和AACMM每个都有一个本地参考框架。 用探头和扫描仪测量三个非共线目标。 基于AACMM和扫描仪对目标的测量,确定3D探头参考坐标和3D扫描仪参考坐标。 至少部分地基于3D探针参考坐标和3D扫描仪参考坐标来确定数学变换,数学变换至少部分地由参数的集合表征。

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