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    • 1. 发明授权
    • Curved surface importing device and method
    • 曲面导入装置及方法
    • US08339401B2
    • 2012-12-25
    • US12846808
    • 2010-07-29
    • Chih-Kuang ChangXin-Yuan WuJin-Bo HuXiao-Chao SunMin Wang
    • Chih-Kuang ChangXin-Yuan WuJin-Bo HuXiao-Chao SunMin Wang
    • G06T11/20G06T17/00
    • G06T11/203G06T17/20
    • A curved surface importing device and method imports character strings of graphic parameters and graphic attributes of graphs from an initial graphic exchange specification (IGES) document, and analyzes the character strings of each of the graphs to generate a graphic model. The curved surface importing device converts the graphic model to a plurality of free-form curves and a free-form curved surface, connects each of the free-form curves to generate a closed boundary curve, and cuts out a contour surface from the free-form curved surface according to the closed boundary curve. The curved surface importing device further meshes the contour surface using a plurality of triangles, and determines an approximate poly-line of a boundary of the contour surface. The plurality of triangles and the approximate poly-line of a boundary of the contour surface are displayed on a display screen.
    • 曲面导入装置和方法从初始图形交换规范(IGES)文档导入图形参数和图形属性的字符串,并分析每个图形的字符串以生成图形模型。 曲面导入装置将图形模型转换为多个自由曲线和自由曲面,连接每个自由曲线以产生闭合边界曲线,并从自由曲线曲线切出轮廓曲面, 根据封闭边界曲线形成曲面。 曲面导入装置还使用多个三角形进一步啮合轮廓表面,并且确定轮廓表面的边界的近似多线。 轮廓表面的边界的多个三角形和近似多线显示在显示屏上。
    • 4. 发明授权
    • System and method for simplifying a point cloud
    • 用于简化点云的系统和方法
    • US07925109B2
    • 2011-04-12
    • US12014110
    • 2008-01-15
    • Chih-Kuang ChangShan-Yang FuXin-Yuan WuXiao-Chao Sun
    • Chih-Kuang ChangShan-Yang FuXin-Yuan WuXiao-Chao Sun
    • G06K9/36
    • G01B11/2518G01B21/04G01B21/20
    • A method for simplifying a point cloud is provided. The method includes: (a) acquiring a point cloud; (b) establishing a topological structure for the point cloud; (c) selecting a maiden point from the point cloud as a selected point; (d) searching a plurality of points which are near to the selected point from the point cloud according to the topological structure as near points of the selected point; (e) fitting the selected point and the near points to form a paraboloid, obtaining curve equations of the paraboloid, and computing a curvature of the selected point according to the curve equations and a curvature formula; (f) repeating the steps from (c) to (e) until the curvatures of all points in the point have been computed; and (g) simplifying the point cloud according to the curvatures of the points and a preconfigured parameter. A related system is also provided.
    • 提供了一种简化点云的方法。 该方法包括:(a)获取点云; (b)建立点云的拓扑结构; (c)从点云中选择一个少女点作为选择点; (d)根据所述拓扑结构将所选点附近的多个点从所述点云搜索到所述选定点的近点; (e)拟合所选点和近点以形成抛物面,获得抛物面的曲线方程,并根据曲线方程和曲率公式计算所选点的曲率; (f)重复(c)至(e)的步骤,直到计算出点中的所有点的曲率; 和(g)根据点的曲率和预配置的参数来简化点云。 还提供了相关系统。
    • 6. 发明授权
    • System and method for simulating measuring process of workpiece
    • 用于模拟工件测量过程的系统和方法
    • US09002688B2
    • 2015-04-07
    • US13316489
    • 2011-12-10
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • G06F17/50G01B21/04G05B19/401
    • G06F17/5009G01B21/047G05B2219/35346Y02P90/265
    • In a method for simulating a measuring process of a workpiece, one or more virtual probes of a workpiece measuring machine are created. A vector of each of the virtual probes is calculated, and an appropriate vector for each of measuring points of a workpiece is acquired for a computerized drawing of the workpiece. The angle between the vector of each of the measuring points and the vector of each of the virtual probes is calculated. A virtual probe is determined for each measuring point according to the calculated angles. The measuring points are sorted according to the virtual probe of each measuring point, and the measuring programs of the sorted measuring points that relate to the same virtual probe are combined. The combined measuring programs are executed to determine whether the actual probe would collide with the workpiece.
    • 在用于模拟工件的测量过程的方法中,产生工件测量机的一个或多个虚拟探针。 计算每个虚拟探针的矢量,并且为工件的计算机绘图获取工件的每个测量点的适当矢量。 计算每个测量点的矢量与每个虚拟探针的矢量之间的角度。 根据计算的角度为每个测量点确定虚拟探针。 测量点根据每个测量点的虚拟探头进行分类,并且组合与相同虚拟探针相关的排序测量点的测量程序。 执行组合的测量程序以确定实际探头是否与工件碰撞。
    • 8. 发明授权
    • Computing device and method for determining distance between two curved surfaces
    • 用于确定两个曲面之间的距离的计算装置和方法
    • US09030473B2
    • 2015-05-12
    • US13480481
    • 2012-05-25
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • G06T17/20G06T7/00G06F17/20G01B5/14G06F17/50
    • G01B5/14G06F17/20G06F17/50G06T7/001G06T17/20G06T2207/30164
    • A computing device reads information in relation to a first curved surface and a second curved surface from a storage device, respectively meshes the first and second curved surfaces into a plurality of first and second triangles, and divides a parametric plane associated into a plurality of first grids, where each first grid corresponds to a small box in 3D space. The device determines associations between the first/second triangles of the two curved surfaces and the small boxes in the 3D space, determines a second triangle that is nearest to each first triangle of the first curved surface, and determines a distance between the first triangle and the second triangle as a minimum distance from the first triangle to the second curved surface. A minimum value from all of the minimum distances is determined as a minimum distance between the first curved surface and the second curved surface.
    • 计算设备从存储设备读取关于第一弯曲表面和第二弯曲表面的信息,分别将第一和第二曲面形成多个第一和第二三角形,并将与多个第一和第二三角形相关联的参数平面分割 网格,其中每个第一个网格对应于3D空间中的一个小框。 设备确定两个曲面的第一/第二三角形和3D空间中的小框之间的关联,确定最靠近第一曲面的每个第一三角形的第二个三角形,并确定第一个三角形和 第二个三角形作为从第一个三角形到第二个曲面的最小距离。 将所有最小距离的最小值确定为第一曲面和第二曲面之间的最小距离。
    • 9. 发明授权
    • System and method for verifying a probe tip
    • 用于验证探头尖端的系统和方法
    • US08265898B2
    • 2012-09-11
    • US12862779
    • 2010-08-25
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • G01B5/008
    • G01B21/042G01B5/008
    • A computing system and method verifies a probe tip of a coordinate measuring machine. The computing system simulates a virtual sphere and calculates coordinates of the center of the virtual sphere. The coordinates of first real contact points of the real sphere is obtained to calculate coordinates of the center of the real sphere and coordinates of the ideal contact points of the real sphere. The computing system obtains coordinates of second real contact points of the real sphere is obtained according to the coordinates of the ideal contact points of the real sphere. The radius of the probe tip is calculated according to the coordinates of second real contact points of the real sphere. The computing system determines if the calculated radius of the probe tip falls in an allowable range.
    • 计算系统和方法验证坐标测量机的探针尖端。 计算系统模拟虚拟球体并计算虚拟球体中心的坐标。 获得实球第一实际接触点的坐标,以计算实球中心的坐标和实球理想接触点的坐标。 根据实际的理想接触点的坐标,得到计算系统获得的实球第二实际接触点的坐标。 根据实球的第二实际接触点的坐标来计算探头尖端的半径。 计算系统确定计算出的探针尖端的半径是否在允许范围内。
    • 10. 发明授权
    • Method for aligning point clouds
    • 对齐点云的方法
    • US08249392B2
    • 2012-08-21
    • US12178645
    • 2008-07-24
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • Chih-Kuang ChangXin-Yuan WuMin Wang
    • G06K9/64G06T7/00
    • G06K9/6211G06T7/30G06T2200/04G06T2207/10028
    • A method for aligning point clouds is disclosed. The method includes inputting point cloud data of a reference object and a to-be-measured object, and confirming an original position of point cloud of the to-be-measured object. The method further includes determining a virtual position of point cloud of the to-be-measured object at each iteration, determining a minimum distance between point cloud of the reference object and point cloud of the to-be-measured object, and determining coordinates of each point in point cloud of the to-be-measured object corresponding to the minimum distance. The method further includes moving each point in point cloud of the to-be-measured object.
    • 公开了一种用于对齐点云的方法。 该方法包括输入参考对象和被测对象的点云数据,并确认被测对象的点云的原始位置。 该方法还包括在每次迭代中确定被测量对象的点云的虚拟位置,确定参考对象的点云与待测物体的点云之间的最小距离,以及确定待测物体的坐标 被测物体的点云中的每个点对应于最小距离。 该方法还包括移动待测物体的点云中的每个点。