逆向工程中多传感器集成的智能化测量研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
逆向工程在创新产品设计中起到日益重要的作用,如何有效而精确地获取复
    杂实体的三维数据是目前急需解决的问题。单一传感器逐渐难以满足复杂测量要
    求,而多传感器测量成为发展趋势。
     本文提出多传感器集成智能化测量理论。多传感器测量系统集成视觉传感
    器、激光测头、接触式测头和数控装备。该集成测量系统能够利用多传感器的优
    势,达到快速智能化测量复杂实体的目标。论文主要包括以下内容:
    1.研究CCD视觉传感器、接触式测头及激光非接触式测头的基本测量原理和测
     量方法。对于CCD视觉测量,采用一个CCD传感器实现立体视觉曲面测量;
     对于接触式测量,分析基于三角细分曲面测量方法,提出基于矩形细分的未
     知自由曲面自适应测量规划;对于激光非接触式测量,提出基于采样策略的
     实体边界测量,以及基于变曲率的未知自由曲面自适应测量规划。
    2.研究了去毛刺、滤波、数据压缩等数据预处理方法,提出新的区域增长算法,
     构建散乱点云的优化三角面片模型。首先提出简单的去毛刺处理方法及光顺
     处理准则,并进行中值滤波处理仿真研究。为了避免数据量过大的弊病,提
     出基于剖分小立方体的数据压缩方法。为了恢复散乱数据点之间的拓扑关系,
     提出新的区域增长方法构建三角面片模型。在三角面片集合的区域增长过程
     中,提出“最小边角积”法则搜索合适邻接点以形成新三角面片。
    3.提出散乱点云的特征智能识别理论,主要包括三步:恢复散乱点云的微分几
     何属性、点云分割及特征识别,其中恢复点云微分几何属性是边界分割和特
     征识别的基础。提出改进的Taubin方法,恢复散乱噪声数据的主曲率和
     Darboux框架。利用边界点的微分几何特征,提出散乱点云自动分割方法,
     有效提取噪声点云的D~0、D~1和D~2边界带。对分割后的点云区域建立曲率直
     方图,达到快速有效确定点云曲面特征的目的。
    4.建立点云特征指导下的多传感器智能测量方法。点云特征分为曲面特征和边
     界特征。利用点云特征规划测量的方法为:对于二次曲面点云进行采样处理,
     对于自由曲面点云进行切片处理、截面线步长计算,最后进行Zigzag路径规
     划以得到优化的测量路径。实体边界对于测量具有重要作用,提出边界特征
     指导下的曲面及孔洞测量方法。利用规划好的测量路径,可指导高精度测头
     快速智能化测量。
    5.研究了多传感器测量信息融合技术。首先整合多传感器多视觉测量数据,整
     合后的数据进行曲面拟合及精度评测,达到精度要求的数据用来恢复曲面特
     征。对二次曲面采用类型指定的最小二乘法拟合曲面,对自由曲面进行非均
Reverse engineering plays an increasing important role in creative product design. At present, how to acquire 3D coordinate points of complicated objects efficiently and accurately is a critical issue to be solved. Single sensor cannot satisfy complex measurement requirements increasingly, and the multiple-sensor integrated system becomes a new development direction.This dissertation proposes an intelligent measurement theory of multiple-sensor integrated system. The coordinate-measuring system integrates vision sensor, laser scanner, contact probe and CNC machine. The integrated-system can take advantage of multiple-sensor to measure the complex objects in a fast and intelligent way. The main contents include the following aspects.1. Basic principles and measurement methods of CCD vision-sensor, laser scanner and contact probe are researched. A single CCD sensor is utilized to realize stereo-vision surface measurement. For the contact measurement, the triangle-division measurement way is analyzed first, and then a new method with the rectangle-division technique is proposed to measure unknown free-form surface adaptively. For the laser scanner, an edge measurement method based on sample points is put forward to measure object edges effectively, and a new measurement-planning method based on change-curvature is brought forward to measure unknown free-form surface adaptively.2. Several data-preprocess methods, burr elimination, filter, and compression, are studied. And a new area-growth method is presented to construct an optimized triangulated-surface model for unorganized data. A simple way of eliminating burr and a data-smooth principle is presented, and median-filter method is studied though emulation experiments. A compressing technology based on division-cube is presented to reduce the data number. To construct the topology relation of adjacent points, a new region-growing method is proposed to generate a triangulated-surface model from massive unorganized points. In the region-growing process of triangulated surfaces, a minimum-edge-angle-product algorithm is presented to select an appropriate point to form a new triangle.3. A theory of intelligent feature-detection for unorganized point-cloud is provided. It includes three steps: recovery of differential geometry property for unorganized points, data segmentation and feature detection. The first step is the base of the other two steps. The algorithm from Taubin is adjusted to estimate the principal curvatures and the local Darboux frame of unorganized noisy data. Using the differential geometry property of edge points, an automatic segmentation algorithm is presented to extract the D~0, D~1 and D2 edge strips from noisy data. For each segmented point-cloud patch, a principal curvature histogram is constructed to identify its surface feature effectively.4. Based on the detected feature of point-cloud patch, an intelligent measurement method with multiple sensors is proposed. The feature of point-cloud patch includes surface feature and edge feature. To plan surface measurement path from the surface feature, first sample a few points from the quadratic surface, or sliver the point-cloud and compute measuring steps for
    each slivered curve. Then compute Zigzag path to acquire optimal measurement path. The edge of object is very important for measurement. An adaptive surface and hole measurement method directed by edge feature is provided. Based on the planned measurement path, high-precision sensors, touch probe or laser scanner, can be guided to measure the object in a fast and intelligent mode.5. The information fusion technique of multiple-sensor measurement is studied. The measured points of multiple views are registered firstly. Then surface reconstruction and surface accuracy assessment are performed. Surface patches that satisfy the accuracy requirements are used to recover surface feature. A type-specified least-square method is developed to reconstruct quadratic surface. To reconstruct free-form surface, B-spline curves fitting is performed and NURBS representation is generated. The measured points and surface representation are transformed into standard IGES format, which can be imported into commercial CAD/CAM software. The massive unorganized points can be used to generate optimal STL file directly through data compression based on triangulated surfaces.6. The intelligent measurement system that integrates multiple sensors is researched. The hardware frame of the multiple-sensor integrated measurement system includes motion controller system, accurate servo system, accurate mechanical system and multiple-sensor. The main functions of measurement software are introduced, in which intelligent measurement module is the key of the whole system. The intelligent measurement system that integrates multiple sensors are testified and verified by practical experiments.
引文
[1] 曹延安.继往开来与时俱进进一步做好模具工业协会工作.模具工业,(12),pp.3~6,2004.
    [2] T. S. Shen, J. Huang, C. H. Menq. Multiple-Sensor Integration for Rapid and High-Precision Coordinate Metrology. IEEE/ASME Transactions on Mechatronics, 5(2), pp. 110~121, 2000.
    [3] V. H. Chan, C. Bradlev, G. W. Vickers. A multi-sensor approach for rapid digitization and data segmentation in reverse engineering. Transactions of the ASME. Journal of Manufacturing Science and Engineering, 122(4), pp. 725~33, 2000.
    [4] V. H. Chan, C. Bradlev. A multi-sensor approach to automating coordinate measuring machine-based reverse engineering. Computers in Industry, 44(2), pp. 105~15, 2001.
    [5] L. C. Chen, G. C Lin. Reconstruction of arbitrary topological surfaces by using an innovative reverse engineering approach. International International Symposium on Manufacturing Technology (ISMT'97), pp. 49~54, 1997.
    [6] L. C. Chen, G. C Lin. A Vision-aided reverse engineering approach to reconstructing free-form surfaces. Robotics & Computer-Integrated Manufacturing, 13(4), pp. 323~336, 1997.
    [7] T. S. Shen; C. H. Menq. Automatic camera calibration for a multiple-sensor integrated coordinate measurement system, IEEE Transactions on Robotics and Automation, 17(4), pp. 502~507, 2001.
    [8] Y. F Qu, Z. B Pu, G. D. Liu. Combination of a vision system and a coordinate measuring machine for rapid coordinate metrology. Proc. SPIE Int. Soc. Opt. Eng, 4927, pp. 581~585, 2002.
    [9] 高国军,陈康宁,张中生.用接触式坐标测量进行自由曲面反求的方法研究.机械科学与技术,19(1),pp.94~96,2000.
    [10] S. X. Wu, W. Wang, Z. C Chen. Adaptive measurement method based on changing-curvature for unknown free-form surface. Chinese Journal of Mechanical Engineering, 17(3), pp. 385~388, 2004.
    [11] 李剑.基于激光测量的自由曲面数字制造基础技术研究.浙江大学博士学位论文,2001.
    [12] 张宏伟,张国雄,秦鹏等.双目视觉检测技术在自由曲面测量中的应用.机械工程学报,40(7),pp.110~113,2004.
    [13] 马新辉,张国雄,王建利,刘书桂.智能三坐标测量机中零件位置自动识别系统.仪器仪表学报,24(2),pp.165~170,2003.
    [14] 许鹏,王平江,陈吉红.线结构激光仿型测量中的视觉跟踪算法.计量技术,(4),pp.3~6,2000.
    [15] 阳道善,陈吉红,朱志红,周济.3维仿型数据云处理及数控轨迹生成的研究.中国机械工程,(16),1375~1379,2002.
    [16] M. Nashman. The use of vision and touch sensors for dimensional inspection tasks. Manufacturing Review, 6(2), pp. 155~162, 1993.
    [17] 王以忠,于向军,叶声华.机器人化柔性自动坐标测量系统的研究,仪器仪表学报,20(1),pp.34~36,1999.
    [18] 方勇,刘志刚.立体视觉指导下的CMM集成智能检测系统在逆向工程.机械科学与技术(西安).18(4),pp.657~677,1999.
    [19] 何炳蔚,林志航.易与CMM集成的线激光视觉传感器建模及标定技术.机器人,24(6),pp.513~516.2002.
    [20] T. S. Shen. Multiple-Sensor Integration for Rapid and High-Precision Coordinate. Doctor dissertation of the Ohio State University, 2000.
    [21] J. T. Fan, G. Medioni, R. Nevatia. Segmented description of 3-D surfaces, IEEE Transactions on Robotics and Automation RA, 3(6), pp. 527~538, 1987.
    [22] P'al Benk"o, Tam'as V'arady. Direct segmentation of smooth, multiple point regions. Proceedings of the Geometric Modeling and Processing—Theory and Applications (IEEE), 2002.
    [23] A. W. Fitzgibbon, D. W. Eggert, Fisher R. High-level CAD model acquisition from range images. Computer-Aided-Design, 29(4), pp. 321~330, 1997.
    [24] A. Lejeune, F. Ferrie. Finding the parts of objects in range images. Computer Vision Image Understand. 64(2), pp. 230~247, 1996.
    [25] N. Yokoya, M. D. Levine, Range image segmentation based on differential geometry: a hybrid approach, IEEE Transactions onPattern Analysis and Machine Intelligence, 11(6), pp. 643~649, 1997.
    [26] 孙庆.基于点云的二次曲面特征提取理论和技术研究.浙江大学硕士学位论文,2003.
    [27] P. J. Besl, R. C. Jain, Segmentation through variable-order surface fitting, IEEE Transactions on Pattern Analysis and Machine Intelligence, 10(2), pp. 167~192, 1988.
    [28] C. Y. Hwang. C. Y. Tsai, C. A. Chang. Efficient inspection planning for coordinate measuring machines. Int J Adv ManufTechnol, 23, pp. 732~742, 2004.
    [29] F. Prieto, T. Redarce, R. Lepage. An Automated Inspection System. Int J Adv Manuf Technol, 19, pp. 917~925, 2002.
    [30] M. W. Cho, M. K. Kim, K. Kim. Flexible inspection system based on a vision guided coordinate measuring machine, International Journal of Production Research, 33(5), pp. 1433~1488, 1995.
    [31] V. Carbone, M. Carocci, E. Savio, etc.. Combination of a Vision System and a Coordinate Measuring Machine for the Reverse Engineering of Freeform Surfaces. Int J Adv Manuf Technol 17, pp. 263~271, 2001.
    [32] 金涛,单岩,童水光.产品反求工程中基于几何特征及约束的模型重建.计算机辅助设计与图形学学报,13(3),pp.202~207,2001.
    [33] 吕海宝,杨华勇,谌廷政等.CCD交汇测量系统优化设计的.建模与仿真.光学技术,(6),pp.10~12,1998.
    [34] Y. F. Kang, N. Chen, Z. H. Lin. Stereo Vision and CMM Integrated Intelligent Inspection System in Reverse Engineering. SPIE Conference on Machine Vision Systems for Inspection and Metrolociy Ⅶ (Boston. Massachusetts), 3521, pp. 115~122, 1998.
    [35] R. Zhang, P. S Tsai, C. James. Shape from Shading: A Survey. IEEE Transactions on Pattern Analysis and Machine Intelligence, 21(8), pp. 690~706, 1999.
    [36] 罗亚波,陈定方.采用射影几何方法实现视觉系统模拟系统.武汉理工大学学报,24(8),pp.83~86,2002.
    [37] 吴剑锋.逆向工程中基于CCD的曲面测量方法研究.浙江大学硕士学位论文,2004.
    [38] 游素亚,徐光祜.立体视觉研究的现状与发展.中国图象图形学学报,2(1),pp.17~23,1997.
    [39] L. Guisser, R. Payrissat, S. Castan. PGSD: an accurate 3D vision system using a project grid for surface descriptions. Image Vision Computing, (18), pp. 463~491, 2000.
    [40] 吴焕明.基于网格标记的视觉坐标测量技术.青岛大学硕士学位论文,2003.
    [41] 曾碚凯,金小辉,实物影像反求的一种新方法.沈阳工业大学学报,24(4),pp.303~305,2002.
    [42] 谭跃刚,吴正平,一种新的基于双目视模型的三维重建方法.仪器仪表学报,22(3),pp.219~220,2001.
    [43] 余文俊.一种坐标测量机用新型高精度触发式测头.工具计算,28(7),pp.43~46,1994.
    [44] 盛伯浩,杨晓军,华玉亮.提高触发式测头在机检测精度.(9),pp.21~24,1997.
    [45] 李春,刘书桂.三坐标测量机的测头半径补偿与曲面匹配.仪器仪表学报,24(4),pp.145~147.2003.
    [46] 卢红,张仲甫.测头半径补偿的方法.组合机床与自动化加工技术,(9),pp39~41,2001.
    [47] C. K. Song, S. W. Kim. Reverse engineering: autonomous digitization of free-formed surfaces on a CNC coordinate measuring machine. International Journal of Machine Tools & Manufacture, 37(7), pp. 1041~1051, 1997.
    [48] B. Bidanda, Y. Hosni. Reverse engineering and its relevantance to industrial engineering: a critical review. Computers & Industrial Engineering, 26(2), pp. 343~348, 1994.
    [49] K. Saito, T. Miyoshi. Non-contact 3-D digitizing and machining system for free-form surface. Annals of the CIRP, 40, pp. 483~486, 1991.
    [50] H. T. Yau, C. H. Menq. Path planning for automated dimensional inspection using coordinate measuring machines. Proceedings of the 1991 IEEE International Conference on Robotics and Automation. (Sacramento, California), pp. 1934-1938, April, 1991.
    [51] Y. J. Lin, R. Mahabaleshwarkar. A generic algorithm for CAD-directed CMM dimensional inspection planning. Proceedings of the 1999 IEEE International Conference on Robotics & Automation (Detroit, Michigan), pp. 424~1429, 1999.
    [52] G. Caskey, Y. Hari, R. Hocken, etc. Sampling techniques for coordinate measuring machines. Proceedings of The 1991 NSF Design and Manufacturing Systems Conference, January 1991.
    [53] B. Uppliappan, J. Raja, R. Hocken, K. Chen. Sampling methods and substitute geometry algorithms for measuring cylinders in coordinate measuring machine. Trans NAMRI/SME, 25, pp. 353~258, 1997.
    [54] S. Z. Li. Adaptive sampling and mesh generation. Computer-Aided Design, 27(3), pp. 235~240, 1995.
    [55] 王恒奎.激光测量曲面数字化基础技术研究.浙江大学博士学位论文,2000.
    [56] 来新民,黄田,陈关龙等.自由曲面数字化的自适应规划.上海交通大学学报,33(2),pp.837~841,1999,
    [57] K. C. Fan. A non-contact automatic measurement for free-form surface. Computer integrated manufacturing systems, 10(4), pp. 277~285, 1997.
    [58] 谢金.自由曲面非接触式测量方法研究及系统研制.浙江大学硕士学位论文,2003.
    [59] M. C. Huang, C. C. Tai. The Pre-Processing of Data Points for Curve Fitting in Reverse Engineering. The International of advanced manufacturing technology, 16, pp. 635~642, 2000.
    [60] A. P. Mangan, R. T. Whitaker. Partitioning 3D surface meshes using watershed segmentation. IEEE Transactions on Visualization and Computer Graphics, 5(4), pp. 308~321, 1999.
    [61] C. L. Kam. A geometric decomposition method for part programming of CMMS. Proceeding of Autofact Europe Conference, 13, pp. 15~24, 1983.
    [62] M. Koster. Curvature-dependent parameterization of curves and surface. Computer-Aided Design, 23(8), pp. 569~579, 1991.
    [63] K. B. Smith. Multi-Laser displacement sensor used in accurate digitizing technique. Transactions of the ASME, Journal of Engineering for Industry, 116(11), pp. 482~490, 1994.
    [64] 王平江.曲面测量、建模及数控加工集成研究.华中理工大学博士学何论文,1996.
    [65] 王春,于随然,卢杰持.采用触发测头进行曲面自动跟踪测量.大连理工大学学报,38(1),pp.47~49,1998.
    [66] 汪道明.激光仿形的杂散点处理.华中数控应用专栏,2000.
    [67] 鞠华.逆向工程中自由曲面的数据处理与误差补偿研究.浙江大学博士学位论文,2003.
    [68] 胡俊,王宇晗.自由曲面激光仿形测量数据的光顺方法.机床与液压,(5),pp.37~38,2002.
    [69] 杨诚.基于测点数据的直接数控仿形加工算法研究.浙江大学硕士学位论文.2004.
    [70] W. Suna, C. Bradleyb, Y. F. Zhanga, H. T. Loha. Cloud data modelling employing a unified, non-redundant triangular mesh. Computer-Aided Design, 33, pp. 183-193, 2001.
    [71] K Breseler, J. A. Fessler, A. Macovski. A Bayesiarr apxoach to reconstruction from incomplete projections of a muliple object 3D domain. IEEE Trans. Pat. Anal. Mach. Intell., 1(8), pp. 840~858, 1989.
    [72] M. David, S. Shelly, S. Kenneth. Surfaces from contours: The correspondence and branching problems. In Proceedings of Graphics lrsterfwe '91, pp. 246~254, 1991.
    [73] F. Bernardini, C. Bajaj, J. Chen, etc al. Automatic reconstruction of 3D CAD models from digital scans. Int'l J. Computational Geometry and Applications, 9(4), pp. 327~370, 1999.
    [74] F. Bernardini, J. Mittleman, H. Rushmeier, C. Silva, G. Taubin, The ball-pivoting algorithm for surface reconstruction, IEEE Trans Visualization Computer Graphics, 5(4), pp. 349~59, 1999.
    [75] C. Bajaj, F. Bernardini, G. Xu. Automatic reconstruction of surfaces and scalar fields from 3D scans. Proc. SIGGRAPH'95 Computer Graphics Conf., pp. 109~118, 1995.
    [76] N. Amenta, M. Bern, M. Kamvysselis. A new voronoi-based surface reconstruction algorithm. Proc. SIGGRAPH'98 Computer Graphics Conf., pp. 19~24, 1998.
    [77] J. Huang, C. H. Menq, Combinatorial manifold mesh reconstruction and optimization from unorganized points with arbitrary topology, Computer-Aided Design, 34, pp. 149~165, 2002.
    [78] W. L. Hong, L. T. Chiew, G. J. Wang, A mesh reconstruction algorithm driven by an intrinsic property of a point cloud, Computer-Aided Design, 36, pp. 1~9, 2004.
    [79] J. D. Boissonnat, F. Cazals, Smooth surface reconstruction via natural neighbor interpolation of distance functions, Proceedings of SCG'00 (ACM Symposium on Computational Geometry), pp. 223~232, 2000.
    [80] R. Mencl. A Graph-based approach to surface reonstruction. Proc. EUROGRAPHICS'95, Computer Graphics Form, 14(3), pp. 445~456, 1995.
    [81] T. Z. Shen, J. B. Huang, C. H. Menq, Multiple-sensor integration for rapid and high-precision coordinate metrology. Proceedings of the 1999 IEEE/ASME international conference on advanced intelligent mechatronics (Atlanta, USA), pp. 908~915, 1999.
    [82] K. Weiler, Edge-based data structures for solid modeling in curved-surface environments, IEEE Computer Graphics Application, 5(1), pp. 21~40, 1985.
    [83] W. J. Schroeder, J. A. Zarge, W. E. Lorensen, Decimation of triangle meshes. Computer Graphics, Proc. Siggraph, 26(2), pp. 65~70, 1992.
    [84] C. Oblonsek, N. Guid, A fast surface-based procedure for object reconstruction from 3D scattered points. Computer Vision and Image Understanding, 69(2), pp. 185~195, 1998.
    [85] W. B. Thompson, J. C. Owen. Feature-based reverse engineering of mechanical parts. IEEE Transaction on Robotics and Automation, 15(1), pp. 57~66, 1999.
    [86] 陈浪,秦大同,郑小光.基于形状特征的自由曲面建模技术.机械工程学报,38(11),pp.105~108,2002.
    [87] Y. Chen, F. Schmitt. Intrinsic surface properties from surface triangulation. Proceeding of Europe Conference on Computer Vision, pp. 739~743, 1992.
    [88] G. Taubin. Estimating the tensor of curvature of a surface from a polyhedral approximation. Proceedings of the fifth international conference on Computer Vision, pp. 902~907, 1995.
    [89] P. J. Flynn, A. K. Jain. On reliable curvatures estimation. Proceeding of IEEE conference on Computer Pattern Recognition, pp. 110~116, 1989.
    [90] E. Hameiri, I. ShimShoni. Estimating the principal curvatures and the Dauboux frame from real 3-D range data. IEEE Transaction on system, man and cybernetics-Part B: Cybernetics, 33(4), pp. 626~637, 2003.
    [91] M. D. Carmo. Differential geometry of curves and surfaces. Englewood Cliffs, NJ: Prentice-Hall, 1976.
    [92] G.H.戈卢布,C.F.范洛恩.矩阵计算.科学出版社,2002.
    [93] J. W. Fan, G. Medioni, R. Nevatia. Segmented description of 3-D surfaces, IEEE Transactions on Robotics and Automation RA, 3(6), pp. 527~538, 1987.
    [94] Y. H. Chen, C. Y. Liu. Robust segmentation of CMM data based on NURBS, The International Journal of Advanced Manufacturing Technology, 13, pp. 530~534, 1997.
    [95] 史桂蓉,邢渊,张永清,金红.基于曲率半径的数据分割.计算机工程与应用,15,pp93~96,2001.
    [96] M. J. Milroy, C. Bradley, G. W. Vickers. Segmentation of a wrap-around model using an active contour. Computer-Aided Design, 29(4), pp 299~320, 1997.
    [97] M. Yang, E. Lee. Segmentation of measured point data using a parametric quadric surface approximation. Computer-Aided Design, 31, pp. 449~457, 1999.
    [98] P. J. Besl, R. C. Jain, Segmentation through variable-order surface fitting. IEEE Transactions on Pattern Analysis and Machine Intelligence, 10(2), 167~192, 1988.
    [99] R. L. Hoffman, A. K. Jain. Segmentation and classification of range images. IEEE Transactions on Pattern Analysis and Machine Intelligence, 9(5), pp. 608~620, 1987.
    [100] A. W. Fitzgibbon, D. W. Eggert, Fisher R. High-level CAD model acquisition from range images. Computer-Aided-Design, 29(4), pp321~330, 1997.
    [101] A. Lejeune, F. Ferrie. Finding the parts of objects in range images. Computer Vision Image Understand, 64(2), pp. 230~247, 1996.
    [102] N. Yokoya, M. D. Levine, Range image segmentation based on differential geometry: a hybrid approach. IEEE Transactions onPattern Analysis and Machine Intelligence, 11(6) pp. 643~649, 1997.
    [103] 阳道善,陈吉红,周济,孙德保.测量数据云中规则表面的自动识别.计算机工程,27(5),pp.22~24,2001.
    [104] 胡鑫,习俊通,金烨.基于图像法的点云数据边界自动提取.上海交通大学学报,36(8),pp.1118~1120.2002.
    [105] M. Vanco, Guido Brunnett. Direct segmentation for reverse engineering. Proceedings of the first International Symposium on Cyber Worlds (CW'02), pp. 1~8, 2002.
    [106] J. Huang, C. H. Menq. Automatic data segmentation for geometric feature extraction from unorganized 3-D coordinate points. IEEE Transaction on Robotics and Automation, 17(3), pp. 268~279, 2001.
    [107] H. C. Kim, S. M. Hur, S. H. Lee. Segmentation of the measured point data in reverse engineering. International Journal Advanced Manufacturing Technology. 20, pp. 571~580, 2002.
    [108] 单东日,柯映林.反求工程中点云数据的二次曲面特征提取技术.计算机辅助设计与图形学学报,15(12),pp.1497~1501,2003.
    [109] S. J. Ahna, I. Effenbergera, W. Rauha, etc. Automatic segmentation and model identification in unordered 3D-point cloud. Proc. of SPIE Vol. 4902, pp. 723~733, 2002.
    [110] 易大义,沈云宝,李有法。计算方法(第二版).浙江大学出版社,2002.
    [111] C. H. Menq, H. T. Yau, G. Y. Lai. Automated precision measurement of surface profile in CAD directed inspection. IEEE Transactions on Robotics and Automation, 8(2), pp. 268~278, 1992.
    [112] 李耀东,黄成祥,陆云龙,侯力.基于CAD模型的自由曲面检测方法.四川大学学报(工程科学版),36(1),pp.90~93,2004.
    [113] F. Xi, C. Shu. CAD-based path planning for 3-D line laser scanning. Computer Aided Design, 31, pp. 473~479, 1999.
    [114] J. B. Liao, M. H. Wu, R. W. Baines. A coordinate measuring machine vision system. Computers in Industry, 38, pp. 239~248, 1999.
    [115] L. C. Chen, G. Lin. Reconstruction of arbitrary topological surfaces by using an innovative reverse engineering approach. International International Symposium on Manufacturing Technology-ISMT'97, pp. 49~54, 1997.
    [116] V. Carbone, M. Carocci, E. Savio, etc.. Combination of a Vision System and a Coordinate Measuring Machine for the Reverse Engineering of Freeform Surfaces. Int J Adv Manuf Technol 17, pp. 263~271, 2001.
    [117] 刘云峰,柯映林.反求工程中的混合切片技术.计算机辅助设计与图形学学报,15(6),pp.741~745.2003.
    [118] Y. F. Wu, Y. S. Wong, H. T. Loh, Y. F. Zhang. Modelling cloud data using an adaptive slicing approach. Computer-Aided Design 36, pp. 231~240, 2004.
    [119] 王平江,陈吉红,李作清等.空间自由曲面数控测量系统中测量路径的优化.组合机床与自动化加工技术,(10),pp.30~35,1994.
    [120] 江元龙,李圣怡.Voronoi图在复杂曲面轮廓自动测量中的应用.组合机床与自动化加工技术,(3),pp.11~15,1996.
    [121] K. Tang, S. Chou, L. Chen. An algorithm for reducing tool retractions in zigzag pocket machining. Computer Aided Design, 30(2), pp. 123~129, 1998.
    [122] B. Angeniol. Self-organizing feature maps and the traveling salesman problem. Neural Networks, 1 (2), pp. 289~293, 1998.
    [123] 金涛,单岩,童水光.实物测量造型中的测量数据重定位方法。计算机辅助设计与图形学学报.13(4),pp.315~318,2001.
    [124] J. Y. Lai, W. D. Ueng, C. Y. Yao. Registration and data merging for multiple sets of scan data. Advanced manufacturing technology. 15, pp. 54~63, 1999.
    [125] M. Hebert, J. Ponce. A new method for segmenting 3D scenes into primitives. In Proceedings International Conference on Pattern Recognition, pp. 836~838, 1982.
    [126] P. Flynn, A. Jain. CAD-based computer vision: from CAD models to relational graphs. IEEE Trans. Pattern Anal. Mach. Int. 13(2), pp. 114~132, 1991.
    [127] 吕震.反求工程CAD建模中的特征技术研究.浙江大学博士学位论文,2002.
    [128] N. Werghi, R. Fisher, C. Robertson. Modelling objects having quadric surfaces incorporating geometric constraints. In Proc. of European Conference on Computer Vision. (2), pp. 185~201, 1998.
    [129] A. Fitzgibbon, M. Pilu, R. Fisher. Direct least squares fitting of ellipses. IEEE Trans. Patt. Anal. Mach. Int. 21(5), pp. 476~480, 1999.
    [130] M. J. Pratt. Smooth approximation for plane cubic splines. Computer Aided Geometric Design, (2), pp. 165~171, 1985.
    [131] J. Hoschek. Spline approximation of offset curves. Computer Aided Geometric Design, (5), pp. 33~40, 1988.
    [132] D. F. Rogers and N. G. Fig. Constrained B-spline curve and surface fitting. Computer Aided Design, (21), pp. 641~648, 1989.
    [133] B Sarkar and C H Menq. Smooth surface approximation and reverse engineering. Computer Aided Design, 23(9), pp. 623~628, 1991.
    [134] L. Piegl. On NURBS: A Survey. IEEE Computer Graphics & Applications, (1), pp. 55~71, 1991.
    [135] 施法中.计算机辅助几何设计和非均匀有理B样条(CAGD&NURBS).北京航空航天大学出版社,1994.
    [136] B. K. Choi. Surface modeling for CAD/CAM. Elsevier science publishers (New York), pp. 230~231, 1991.
    [137] X. Yan, P. Gu. A review of rapid prototyping technologies and systems, Computer-Aided Design, 28(4), pp. 307~318, 1996.
    [138] K. Reinhard. Multiresolution representations for surfaces meshes based on the vertex decimation method. Computer and Graphics, 22(1), pp. 13~26, 1998.
    [139] B. Hamann. A data reduction scheme for triangulated surfaces. Computer Aided Geometric Design, 11(2), 197~214, 1994.
    [140] A. D. Kalvin, R. H. Taylor. Superfaces: polygonal mesh simplification with bounded error. IEEE Transactions on Computer Graphics and Application, 16(3), pp. 64~77, 1996.
    [141] J. Rossignac and P. Borrel. Multiresolution 3D approximation for rendering complex scenes. Geometric Modeling in Computer Graphics, Springer-Verlag, pp. 455~465, 1993.
    [142] P. Veron, J. C. Leon, Static polyhedron simplification using error measurements. Computer-Aided Design, 29(4), pp. 287~298, 1997.
    [143] Y. H. Chen, C. T. Ng, Y. Z. Wang, Generation of an STL file from 3D measurement Data with user-controlled data reduction. Advanced Manufacturing Technology, 15(2), pp. 127~131, 1999.
    [144] 张华 吴世雄 王文.多传感器集成的智能测量与加工一体化技术研究.机电工程,20(5),pp.1~2,2003.
    [145] 周德俭,吴兆华,陈子辰.使刚PC的开放式计算机数控系统——CNC的发展新动向.机电一体化,3(1),pp.14~16,1997.
    [146] 谢金,王文,李剑.基于激光测量的自由曲面零件逆向工程的实现.组合机床与自动化加工技术,(1),pp.34~36,2002.
    [147] 陆军华.三维激光扫描机软件设计研究.浙江大学硕士学位论文,2004.
    [148] 柯映林.离散数据的几何造型技术及其应用研究,南京航空航天大学博士论文,1992.
    [149] 李江雄,柯映林,程耀东.基于实物的复杂曲面产品反求工程中的CAD建模技术.中国机械工程,10(4),pp.390~393,1999.
    [150] 吴大任.微分几何讲义.北京:人民教育出版社,1982.
    [151] 朱心雄.自由曲线曲面造型技术.科学出版社,2000.
    [152] H. Hoppe. Surface reconstruction from unorganized points. PhD thesis. Department of Computer Science and Engineering, University of Washington, June, 1994.
    [153] 廖念钊.互换性与技术测量(第三版).中国计量出版社,1995.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700