Abstract
A product assembly or disassembly is completed by means of proper tools. The selection of feasible tools is an important process in planning a complete assembly or disassembly sequence. A key tooling consideration in assembly or disassembly planning is to reason the available space for a tool application during the assembly or disassembly of a product. Currently, assembly tool reasoning about space mainly depends on simulation-based or user-interactive approaches because of its computational complexity. These approaches are inappropriate in dealing with various what-if scenarios regarding assembly or disassembly planning in a rapid product development. They also depend on users’ expertise or experience in assembly or disassembly. This paper presents a novel approach to the geometric feasibility analysis for fast assembly tool reasoning. Techniques described in this paper are advantageous not only in the aid of generating a complete assembly or disassembly plan but also in the efficient support of such systems as computer-aided assembly planning (CAAP), design for manufacturing (DFM), design for assembly (DFA), design for disassembly (DFD), and computer-aided tool selection (CATS).
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References
Zhang S, Shen W, Ghenniwa H (2004) A review of internet-based product information sharing and visualization. Comput Ind 54:1–15
Homen De Mello LS, Sanderson AC (1991) A correct and complete algorithm for the generation of mechanical assembly sequences. IEEE Trans Robot Automat 7:228–240
Miller JM, Hoffman RL (1989) Automatic assembly planning with fasteners. Proc IEEE International Conference on Robotics and Automation, AZ, Scottsdale, pp 69–74
Wilson HR (1998) Geometric reasoning about assembly tools. Artificial Intelligence 98:237–279
Gupta S, Paredis C, Brown PF (1998) Micro planning for mechanical assembly operations. Proc IEEE International Conference on Robotics and Automation, pp 239–246
Lazzerini B, Marcelloni F (2000) A genetic algorithm for generating optimal assembly plans. Artif Intell Eng 14:319–329
Kuo TC (2000) Disassembly sequence and cost analysis for electromechanical products. Robot Comput Integr Manuf 16:43–54
Tseng HE, Li RK (1999) A novel means of generating assembly sequences using the connector concept. J Intell Manuf 10:423–435
Yin ZP, Ding H, Li HX, Xiong YL (2003) A connector-based hierarchical approach to assembly sequence planning for mechanical assemblies. Comput Aided Des 35:37–56
Léon JC, Rejneri N, Debarbouillé G (2001) Assembly/Disassembly Simulation early during a Design process. Proc ASME Design Engineering Technical Conference, pp 1–9
Tseng HE, Li JD, Chang YH (2004) Connector-based approach to assembly planning using a genetic algorithm. Int J Prod Res 42(11):2243–2261
Spyridi AJ, Requicha AAG (1990) Accessibility analysis for the automatic inspection of mechanical parts by coordinate measuring machines. Proc IEEE International Conference on Robotics and Automation, pp 1284–1289
Jackman J, Park DK (1998) Probe orientation for coordinate measuring machine systems using design models. Robot Comput Integr Manuf 14:229–236
Lim CP, Menq CH (1994) CMM feature accessibility and path generation. Robot Comput Integr Manuf 32(3):597–618
Limaiem A, ElMaraghy HA (1997) A general method for analyzing the accessibility of features using concentric spherical shells. Int J Adv Manuf Technol 13:101–108
Spitz SN, Spyridi AJ, Requicha AAG (1999) Accessibility analysis for planning of dimensional inspection with coordinate measuring machines. IEEE Trans Robot Automat 15(6):714–727
Spitz SN, Requicha AAG (2000) Accessibility analysis using computer graphics hardware. IEEE Trans Visual Comput Graph 6(3):208–219
Harris JW, Stocker H (1998) Handbook of mathematics and computational science. Springer, Berlin Heidelberg New York
Vince J (1995) Virtual reality system. Addison-Wesley, Boston
Watson TR (1999) Data management (database and organization). Wiley, New York
Snap-on tools Web catalog (2004) http://buy1.snapon.com/catalog /catalog.asp?id=1. Cited 04 Nov 2004
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This research is supported by National Science and Engineering Research Canada (NSERC) Research Grants.
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Chung, C., Peng, Q. A novel approach to the geometric feasibility analysis for fast assembly tool reasoning. Int J Adv Manuf Technol 31, 125–134 (2006). https://doi.org/10.1007/s00170-005-0173-z
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DOI: https://doi.org/10.1007/s00170-005-0173-z