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研究生: Nguyen Huu Quang
Nguyen - Huu Quang
論文名稱: GENERATION OF PARTING CURVES FOR FREE-FORM SURFACE MODELS IN PLASTIC MOLD DESIGN
GENERATION OF PARTING CURVES FOR FREE-FORM SURFACE MODELS IN PLASTIC MOLD DESIGN
指導教授: 林清安
Ching-An Lin
口試委員: 姚宏宗
Yau Hong-Tzong
廖運炫
Yunn-Shiuan Liao
李榮顯
Rong-Shean Lee
賴景義
Lai Jiing-Yih
蔡得民
Tsay Der-Min
鍾俊輝
Chun-Hui Chung
學位類別: 博士
Doctor
系所名稱: 工程學院 - 機械工程系
Department of Mechanical Engineering
論文出版年: 2013
畢業學年度: 101
語文別: 英文
論文頁數: 113
中文關鍵詞: Mold designtwo-piece moldsmulti-piece moldsslicingSTLNURBS
外文關鍵詞: Mold design, two-piece molds, multi-piece molds, slicing, STL, NURBS
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  • Injection molding has gained an important role in contemporary manufacturing processes as the use of plastic products has expanded in daily life. In Computer-Aided Design (CAD) and Computer-Aided Manufacturing (CAM) of moldings, the determination of parting curves is critical with regard to the overall structure and the cost of the mold. This thesis proposes three algorithms to automate the generation of parting curves for both conventional two-piece molds and multi-piece molds of complex parts in CAD drawings. In this research, the parting curves can be generated from surfaces of molded parts represented either by a triangular mesh or a non-uniform rational basis spline (NURBS). For surface parts represented by triangular meshes, a multiple-slicing algorithm that uses three sets of cutting planes to slice the 3D model is developed. In the algorithm, one set of cutting planes is used to generate the slicing profiles, and two others are used to determine the intersection points through which the inner and outer loops of the parting curves pass. For the case where the surfaces of a part are represented in NURBS form, a hybrid algorithm is utilized. Based on the geometric properties of specific entities, different sets of visible-moldable surfaces for mold-pieces and undercut features are identified. The parting curves are generated based on the combination of both outermost boundary edges and the visible silhouette segments of the relevant surfaces.
    For complex parts that require the use of multi-piece molds, a collection of feasible parting directions is formed, from which sets of visible-moldable surfaces for each parting direction are also determined. Then, a mold-piece region algorithm (MPR) is applied to arrange surfaces of molded parts into appropriate regions for mold-pieces. Based on this, the parting curves corresponding to each mold-piece can be extracted.
    The three proposed algorithms achieve the goal of high accuracy and high performance, and can also be applied to other current CAD/CAM systems and applications in industrial mold design.


    Injection molding has gained an important role in contemporary manufacturing processes as the use of plastic products has expanded in daily life. In Computer-Aided Design (CAD) and Computer-Aided Manufacturing (CAM) of moldings, the determination of parting curves is critical with regard to the overall structure and the cost of the mold. This thesis proposes three algorithms to automate the generation of parting curves for both conventional two-piece molds and multi-piece molds of complex parts in CAD drawings. In this research, the parting curves can be generated from surfaces of molded parts represented either by a triangular mesh or a non-uniform rational basis spline (NURBS). For surface parts represented by triangular meshes, a multiple-slicing algorithm that uses three sets of cutting planes to slice the 3D model is developed. In the algorithm, one set of cutting planes is used to generate the slicing profiles, and two others are used to determine the intersection points through which the inner and outer loops of the parting curves pass. For the case where the surfaces of a part are represented in NURBS form, a hybrid algorithm is utilized. Based on the geometric properties of specific entities, different sets of visible-moldable surfaces for mold-pieces and undercut features are identified. The parting curves are generated based on the combination of both outermost boundary edges and the visible silhouette segments of the relevant surfaces.
    For complex parts that require the use of multi-piece molds, a collection of feasible parting directions is formed, from which sets of visible-moldable surfaces for each parting direction are also determined. Then, a mold-piece region algorithm (MPR) is applied to arrange surfaces of molded parts into appropriate regions for mold-pieces. Based on this, the parting curves corresponding to each mold-piece can be extracted.
    The three proposed algorithms achieve the goal of high accuracy and high performance, and can also be applied to other current CAD/CAM systems and applications in industrial mold design.

    CONTENTS Abstractiii Acknowledgementsiv List of Figuresviii List of Tablesxi Nomenclaturexii Acronymsxiv Chapter 1: Introduction1 1.1Preview1 1.2Motivation of the thesis2 1.3Surface representations in computer-aided mold design3 1.3.1. Polygonal surface mesh4 1.3.2. Non-uniform rational B-spline surfaces (NURBS)5 1.4Fundamental elements of mold design6 1.5Thesis organization7 Chapter 2: Literature review of relative works9 2.1Two-piece molds9 2.1.1. Parting direction selection works9 2.1.2. Parting curves and parting surfaces determination works11 2.1.3. Reviews of undercut recognization and side-cores generation16 2.2Multi-piece molds17 Chapter 3: Two-piece molds design: Parting curves generation for triangular facet models20 3.1Problem statement20 3.2Multiple slicing approach for parting curves generation22 3.2.1. Selection of a suitable parting direction23 3.2.2. Formation of cutting planes24 3.2.3. Extraction of intersection points25 3.2.4. Collection of points for the outer loop26 3.2.5. Collection of points for all inner loops29 3.2.6. Formulation of closed loops for the parting curve34 Chapter 4: Two-piece molds design: Parting curves generation for free-form NURBS surface models37 4.1Problem statement37 4.2Geometric analysis and surface classification for two-piece molding38 4.2.1. Geometric analysis of moldable surfaces39 4.2.2. Surface classification for molding41 4.3Determination of parting curves46 4.3.1. Rejection of irrelevant surfaces46 4.3.2. Retrieval of relevant surfaces and their outermost boundaries50 4.3.3. Extraction of silhouettes of NURBS surfaces51 4.3.4. Determination of silhouette segments53 4.3.5. Formation of closed loops58 4.4Construction of side-cores60 4.4.1. Determination of withdrawal directions of side-cores60 4.4.2. Undercut features groups and optimization of side-core’s number61 4.4.3. Creation of side-core block61 Chapter 5: Multi-piece molds design: Automatic recognition of mold-piece regions and parting curves63 5.1Problem statement63 5.2Overview of the proposed algorithm64 5.3Algorithm for automatic parting curves generation of multi-pieces molds65 5.3.1. Collection of tentative parting directions65 5.3.2. Formation of visible-moldable surfaces66 5.3.3. Determination of additional parting directions69 5.3.4. Formation of regions for mold-pieces70 5.3.5. Location of parting curves for mold-pieces75 Chapter 6: Application examples78 6.1Example 178 6.2Example 280 6.3Example 382 6.4Example 485 6.5Example 586 Chapter 7: Conclusions90 7.1Discussions90 7.2Conclusions92 7.3Future works93 References94 Papers and Publications98 Brief introduction of the author99

    REFERENCES

    [1]http://www.elitemolding.com/Products/Plastic-Part/19.html
    [2]http://www.symmetrymolddesign.com/contact_large_img.html
    [3]http://www.protoform.de
    [4]B. Valentan, T. Brajlih, I. Drstvensek, J. Balic, Basic solutions on shape complexity evaluation of STL data, Journal of Achievements in Materials and Manufacturing Engineering. 26/1 (2008) 73-80.
    [5]D.F. Rogers, An introduction to NURBS: with historical perspective, Morgan Kaufmann Publishers Inc. San Francisco, CA, USA 2000.
    [6]http://www.reitzmachine.com/gallery_02/
    [7]K.C. Hui, S.T. Tan, Mould design with sweep operations – a heuristic search approach, Computer-Aided Design. 24/2 (1992) 81-91.
    [8]K.C. Hui, Geometric aspects of the mouldability of parts, Computer-Aided Design. 29/3 (1997) 197-208.
    [9]L.L. Chen, S.Y. Chou, T.C. Woo, Parting direction for mould and die design, Computer-Aided Design. 25/12 (1993) 762-768.
    [10]L.L. Chen, S.Y. Chou, T.C. Woo, Partial visibility for selecting a parting direction in mould and die design, Journal of Manufacturing Systems. 14/5 (1995) 319-330.
    [11]Y.H. Chen, Y.Z. Wang, T.M. Leung, An investigation of parting direction based on dexel and fuzzy decision making, International Journal of Production Research. 38/6 (2000) 1357-1375.
    [12]M.W. Fu, J.Y.H. Fuh, A.Y.C. Nee, Generation of optimal parting direction based on undercut features in injection molded parts, IIE Transactions. 31/10 (1999) 947-955.
    [13]S. Dhaliwal, S.K. Gupta, J. Huang, A. Priyadarshi, Algorithms for computing global accessibility cones, Journal of Computing and Information Science in Engineering. 3/3 (2003) 200-209.
    [14]G. Elber, X. Chen, E. Cohen, Mold accessibility via Gauss map analysis, Journal of Computing and Information Science in Engineering. 5/2 (2005) 79-85.
    [15]S. McMains, X. Chen, Finding undercut-free parting directions for polygons with curved edges, Transactions of the ASME. 6 (2006) 60-68.
    [16]R. Kharderkar, G. Burton, S. McMains, Finding feasible mold parting directions using graphics hardware, Computer-Aided Design. 38/4 (2006) 327-341.
    [17]B. Ravi, M.N. Srinivasan, Decision criteria for computer-aided parting surface design, Computer-Aided Design. 22/1 (1990) 11-18.
    [18]S.T. Tan, M.F. Yuen, W.S. Sze, K.W. Kwong, Parting curves and parting surfaces of injection molded parts, Proceedings of the Institution of Mechanical Engineers, Part B: Journal of Engineering Manufacture, 204 (1990) 211-221.
    [19]K.W. Kwong, Computer-Aided Parting curve and Parting Surface Generation in Mould Design, Ph.D. Dissertation, Department of Mechanical Engineering, University of Hong Kong, 1992.
    [20]M. Weinstein, S. Manoochehri, Geometric influence of a molded part on the draw direction range and parting curve locations, Journal of Mechanical Design, 118/1 (1996) 29-39.
    [21]M. Weinstein, S. Manoochehri, Optimum parting curves design of molded and cast parts for manufacturability, Journal of Manufacturing Systems, 16/2 (1997) 1-12.
    [22]A.Y.C. Nee, M.W. Fu, J.Y.H. Fuh, K.S. Lee, Y.F. Zhang, Automatic determination of 3-D parting curves and surfaces in plastic injection mould design, Annals of the CIRP, 47/1 (1998) 95-108.
    [23]M.W. Fu, A.Y.C. Nee, J.Y.H. Fuh, The application of surface visibility and moldability to parting curves generation, Computer-Aided Design. 34/6 (2002) 469-480.
    [24]P. Chakraborty, N. Venkata Reddy, Automatic determination of parting directions, parting curves and surfaces for two-piece permanent molds, Journal of Materials Processing Technology. 209/5 (2009) 2464-2476.
    [25]M.A. Ganter, L.L. Tuss, Computer-assisted parting curve development for cast pattern production, Transactions of the American Foundrymen’s Society, (1990) 795-800.
    [26]T. Wong, S.T. Tan, W.S. Sze, Parting curves formation by slicing a 3D CAD model, Engineering with Computers. 14/4 (1998) 330-343.
    [27]M.A.R. Paramio, J.M.P. Garcia, J.R. Chueco, A.V. Idiope, J.J.M. Sevillano, A procedure for plastic parts demoldability analysis, Robotics and Computer-Integrated Manufacturing. 22/1 (2006) 81-92.
    [28]M.W. Fu, J.Y.H. Fuh, A.Y.C. Nee, Core and cavity generation method in injection mould design, International Journal of Production Research. 39/1 (2001) 121-138.
    [29]C.L. Li, Automatic parting surface determination for plastic injection mould, International Journal of Production Research. 41/15 (2003) 3529-3547.
    [30]C.L. Li, K.M. Yu, C.G. Li, A new approach to parting surface design for plastic injection moulds using the subdivision method, International Journal of Production Research. 43/3 (2005) 537-561.
    [31]M.W. Fu, J.Y.H. Fuh, A.Y.C. Nee, Undercut feature recognition in an injection mold design system, Computer-Aided Design. 31/12 (1999) 777-790.
    [32]X.G. Ye, J.Y.H. Fuh, K.S. Lee, A hybrid method for recognition of undercut features from moulded parts, Computer-Aided Design. 33/14 (2001) 1023-1034.
    [33]N. Ismail, N.A. Bakar, A.H. Juri, Recognition of cylindrical-based features using edge boundary technique for integrated manufacturing, Robotics and Computer-Integrated Manufacturing. 20/5 (2004) 417-422.
    [34]X.G. Ye, J.Y.H. Fuh, K.S. Lee, Automatic undercut feature recognition for side core design of injection molds, Journal of Mechanical Design. 126/3 (2004) 519-526.
    [35]A.G. Banerjee, S.K. Gupta, Geometrical algorithms for automated design of side actions in injection moulding of complex parts, Computer-Aided Design. 39/10 (2007) 882-897.
    [36]M.W. Fu, The application of surface demoldability and moldability to side-core design in die and mold CAD, Computer-Aided Design. 40/5 (2008) 567-575.
    [37]J.Q. Ran, M.W. Fu, Design of internal pins in injection mold CAD via the automatic recognition of undercut features, Computer-Aided Design. 42/7 (2010) 582-597.
    [38] R.A. Bidkar, D.A. McAdams, Methods for automated manufacturability analysis of injection-molded and die-cast parts, Research in Engineering Design. 21/1 (2010) 1-24.
    [39]B. Denkena, J. Schurmeyer, V. Boß, R. Kaddour, CAD-based cost calculation of mould cavities, Production Engineering: Research and Development. 5/1 (2011) 73-79.
    [40] S. Dhaliwal, S.K. Gupta, J. Huang, M. Kumar, A feature-based approach to automated design of multi-piece sacrificial molds, Transactions of the ASME, Journal of Computing and Information Science in Engineering. 1 (2001) 225-234.
    [41] J. Huang, S.K. Gupta, K. Stoppel, Generating sacrificial multi-piece molds using accessibility driven spatial partitioning, Computer-Aided Design. 35/13 (2003) 1147-1160.
    [42] Y. Chen, D.W. Rosen, A region based method to automated design of multi-piece molds with application to rapid tooling, Transactions of the ASME, Journal of Computing and Information Science in Engineering. 2 (2002) 86-97.
    [43] Y. Chen, D.W. Rosen, A reverse glue approach to automated construction of multi-piece molds, Transactions of the ASME, Journal of Computing and Information Science in Engineering. 3 (2003) 219-230.
    [44] A.K. Priyadarshi, S.K. Gupta, Geometric algorithms for automated design of multi-piece permanent molds, Computer-Aided Design. 36 (2004) 241-260.
    [45]S.H. Choi, K.T. Kwok, A memory efficient slicing algorithm for large STL files, Proceedings of Solid Freeform Fabrication Symposium, (1999) 155-162.
    [46]G. Elber, M.S. Kim, Geometric constraint solver using multivariate rational spline functions, Proc. of the sixth ACM Symposium on Solid Modeling and Applications, Ann Arbor, Michigan, June 6-8, (2001) 1-10.
    [47] J.G. Gan, T.C. Woo, K. Tang, Spherical Maps: Their Construction, Properties, and Approximation, J. Mech. Des. 116/2 (1994) 357-363.
    [48] http://www.mcadcentral.com/proe/files/gallery.asp
    [49] J.G. Bralla, Handbook of Product Design for Manufacturing, McGraw Hill, New York, USA, (1986) Chapter 5.4.
    [50]C.T. Leondes, Database and data communication network systems: techniques and applications, Volume 1, California, USA, 2002.
    [51]B. Valentan, T. Brajlih, I. Drstvensek, J. Balic, Basic solutions on shape complexity evaluation of STL data, Journal of Achievements in Materials and Manufacturing Engineering, 26/1 (2008) 73-80.
    [52]C. Chappuis, A. Rassineux, P. Breitkopf, P. Villon, Improving surface meshing from discrete data by feature recognition, Engineering with Computers, 20/3 (2004) 202-209.
    [53]X. Zhang, J. Wang, K. Yamazaki, M. Mori, A surface based approach to recognition of geometric features for quality free-form surface machining, Computer-Aided Design, 36/8 (2004) 735-744.
    [54]V.B. Sunil, S.S. Pande, Automatic recognition of features from free-form surface CAD models, Computer-Aided Design, 40 (2008) 502-517.

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