An Interval-Based Constraint Satisfaction (IBCS) method for decentralized, collaborative multifunctional design

Concurrent Engineering Research and Applications

Volumn 15, Issue 3, 2007, Pages 309-323

  Panchal, Jitesh H ^a   Fernández, Marco Gero ^a   Paredis, Christiaan J J ^a   Allen, Janet K ^a   Mistree, Farrokh ^a  

^a GEORGIA INSTITUTE OF TECHNOLOGY   (United States)

Author keywords

Consistency; Constraint satisfaction; Decentralized design; Game theory; Intervals

Indexed keywords

COMPUTATIONAL METHODS; COMPUTER AIDED DESIGN; GAME THEORY; SET THEORY;

DECENTRALIZED DESIGN; INTERVAL-BASED CONSTRAINT SATISFACTION (IBCS); MULTIFUNCTIONAL DESIGN; RATIONAL REACTION SET (RRS);

CONCURRENT ENGINEERING;

EID: 34848845265     PISSN: 1063293X     EISSN: 15312003     Source Type: Journal    
DOI: 10.1177/1063293X07083083     Document Type: Article

References (53)

1. Loch, C., Mihm, J. and Huchzermeier, A. (2003). Concurrent Engineering and Design Oscillations in Complex Engineering Projects, Concurrent Engineering: Research and Applications, 11(3): 187-199.
2. Chen, S.-J. and Lin, L. (2002). A Project Task Coordination Model for Team Organization in Concurrent Engineering, Concurrent Engineering: Research and Applications, 10(3): 187-202.
3. Chanron, V., Singh, T. and Lewis, K. (2004). An Investigation of Equilibrium Stability in Decentralized Design Using Nonlinear Control Theory, 10th AIAA/ISSMO Multidisciplinary Analysis and Optimization Conference, Albany, NY, USA. Paper Number: AIAA-2004-4600.
4. Lee, H. and Whang, S. (1999). Decentralized Multi-Echelon Supply Chains: Incentives and Information, Management Science, 45(5): 633-639.
5. Androulakis, I.P. and Reklaitis, G.V. (1999). Approaches to Asynchronous Decentralized Decision Making, Computers and Chemical Engineering, 23(3): 341-355.
6. Wheeler, R.M. and Narendra, K.S. (1985). Learning Models for Decentralized Decision Making, Automatica, 21(4): 479-484.
7. Chanron, V. and Lewis, K. (2006). A Study of Convergence in Decentralized Design Processes, Research in Engineering Design, 16: 133-145.
8. Hayek, F.A. (1945). The Use of Knowledge in Society, American Economic Review, 35(4): 519-530.
9. Lewis, K. and Mistree, F. (1997). Modeling Interaction in Multidisciplinary Design: A Game Theoretic Approach, AIAA Journal, 35 (8): 1387-1392.
10. Yassine, A. and Braha, D. (2003). Complex Concurrent Engineering and the Design Structure Matrix Method, Concurrent Engineering: Research and Applications, 11(3): 165-176.
11. Klein, M., Sayama, H., Faratin, P. and Bar-Yam, Y. (2003). The Dynamics of Collaborative Design: Insights from Complex Systems and Negotiation Research, Concurrent Engineering: Research and Applications, 11 (3): 201 - 209.
12. Ford, D.N. and Sterman, J.D. (2003). Overcoming the 90% Syndrome: Iteration Management in Concurrent Development Projects, Concurrent Engineering: Research and Applications, 11(3): 177-186.
13. Chanron, V. and Lewis, K. (2004). Convergence and Stability of Distributed Design of Large Systems, ASME 2004 Design Automation Conference, Salt Lake City, UT. Paper Number: DETC2004-DAC57344.
14. Simpson, T.W., Rosen, D., Allen, J.K. and Mistree, F. (1998). Metrics for Assessing Design Freedom and Information Certainty in the Early Stages of Design, Journal of Mechanical Design, 120(4): 628-635.
15. Lee, J. (1996). Set-based Design Systems for Stampings and Flexible Fixture Workspaces, PhD Dissertation, Department of Mechanical Engineering, University of Michigan, Ann Arbor, Michigan.
16. Ward, A., Liker, J., Cristiano, J. and Sobek, D. (1995). The Second Toyota Paradox: How Delaying Decisions Can Make Better Cars Faster, Sloan Management Review, 36(3): 43-61.
17. Liker, J., Sobek, D., Ward, A. and Cristiano, J. (1996). Involving Suppliers in Product Development in the US and Japan: Evidence for Set-Based Concurrent Engineering, IEEE Transactions on Engineering Management, 43(2): 165-178.
18. Sobek, D.K. and Ward, A.C. (1996). Principles from Toyota's Set-Based Concurrent Engineering Process, ASME Design Theory and Methodology Conference, Irvine, CA. Paper Number: 96-DETC/DTM-1510.
19. Telerman, V., Preis, S., Snytnikov, N. and Ushakov, D. (2006). Interval/ Set Based Collaborative Engineering Design, International Journal of Product Lifecycle Management, 1(2): 150-163.
20. Ward, A.C. (1989). A Theory of Quantitative Inference Applied to a Mechanical Design Compiler, PhD Dissertation, Department of Mechanical Engineering, Massachusetts Institute of Technology, Boston.
21. Finch, W.W. and Ward, A.C. (1997). A Set-based System for Eliminating Infeasible Designs in Engineering Problems Dominated by Uncertainty, ASME Design Theory and Methodology Conference, Sacramento, CA. Paper Number: DETC-97/DTM-3886.
22. Parunak, H.V.D., Ward, A.C., Fleischer, M. and Sauter, J. (1997). A Marketplace of Design Agents for Distributed Concurrent Set-based Design, ISPE/CE97: Fourth ISPE International Conference on Concurrent Engineering: Research and Applications, Troy, MI.
23. Ward, A.C., Lozano-Perez, T. and Seering, W.P. (1990). Extending the Constraint Propagation of Intervals, Artificial Intelligence for Engineering Design and Manufacturing, 4(1): 47-54.
24. Van Hentenryck, P., Deville, Y. and Teng, C.M. (1992). A Generic Arc-Consistency Algorithm And Its Specifications, Artificial Intelligence, 57: 291-321.
25. Reddy, R. and Mistree, F. (1992). Modeling Uncertainty in Selection using Exact Interval Arithmetic, Stauffer, L.A. and Taylor, D.L. (Eds.), Design Theory and Methodology 92, ASME, New York, ASME DE-Vol. 42: Pp. 193-201.
26. Nahm, Y.-E. and Ishikawa, H. (2006). A New 3D-CAD System for Set-based Parametric Design, The International Journal of Advanced Manufacturing Technology, 29 (1-2): 137-150.
27. Marston, M. and Mistree, F. (2000). Game-Based Design: A Game Theoretic Extension to Decision-Based Design, ASME DETC, Design Theory and Methodology Conference, Baltimore, MD. Paper Number: DETC2000/DTM-14578.
28. Benhamou, F., Goualard, F., Granvilliers, L. and Puget, J.-F. (1999). Revising Hull and Box Consistency, Proceedings of the 1999 International Conference on Logic programming, Las Cruces, New Mexico, United States, pp. 230-244.
29. Benhamou, F., McAllester, D. and Hentenryck, P. v. (1994). CLP(intervals) Revisited, Proceedings of the 1994 International Symposium on Logic Programming, Melbourne, pp. 124-138.
30. Balling, R.J. and Sobieski, J.S. (1996). Optimization of Coupled Systems: A Critical Review of Approaches, AIAA Journal, 34(1): 6-17.
31. Scott, M.J. and Antonsson, E.K. (1996). Formalisms for Negotiation in Engineering Design, ASME Design Theory and Methodology Conference, Irvine, CA. Paper Number: 96-DETC/DTM-1525.
32. Scott, M.J. (1999). Formalizing Negotiation in Engineering Design, PhD Dissertation, Mechanical Engineering, California Institute of Technology, Pasadena, CA, USA.
33. Kusiak, A., Wang, J. and He, D.W. (1996). Negotiation in Constraint-Based Design, Journal of Mechanical Design, 118(4): 470-477.
34. Rao, S.S. (1987). Game Theory Approach for Multiobjective Structural Optimization, Computers and Structures, 25(1): 119-127.
35. Xiao, A., Zeng, S., Allen, J.K., Rosen, D.W. and Mistree, F. (2002). Collaborating Multi-Disciplinary Decision-Making using Game Theory and Design Capability Indices, 9th AIAA/ISSMO Symposium on Multidisciplinary Analysis and Optimization, Atlanta, GA. Paper Number: AIAA-2002-5617.
36. Myerson, R.B. (1991). Game Theory: Analysis of Conflict, Harvard University Press, Cambridge, MA.
37. Rao, S.S. and Freihet, T.I. (1991). A Modified Game Theory Approach to Multiobjective Optimization, Journal of Mechanical Design, 113(3): 286-291.
38. Badhrinath, K. and Rao, S.S. (1996). Modeling for Concurrent Design Using Game Theory Formulations, Concurrent Engineering: Research and Applications, 4(4): 389-399.
39. Hacker, K. and Lewis, K. (1998). Using Robust Design Techniques to Model the Effects of Multiple Decision-Makers in a Design Process, 1998 ASME Design Automation Conference, Atlanta, GA. Paper Number: DETC98/DAC-5604.
40. Kalsi, M., Hacker, K. and Lewis, K. (1999). A Comprehensive Robust Design Approach for Decision Trade-Offs in Complex Systems, ASME Design Automation Conference, Las Vegas, Nevada. Paper Number: DETC99/DAC-8589.
41. Hernández, G. (1998). A Probabilistic-Based Design Approach with Game Theoretical Representations of the Enterprise Design Process, Master's Thesis, Mechanical Engineering, Georgia Institute of Technology, Atlanta, GA, USA.
42. Hernández, G., Seepersad, C.C., Allen, J.K. and Mistree, F. (2002). A Method for Interactive Decision-Making in Collaborative, Distributed Engineering Design, International Journal of Advanced Manufacturing Systems (IJAMS) Special Issue on Decision Engineering, 5(2): 47-65.
43. Chen, L. and Li, S. (2000). Modeling Concurrent Product Design: A Multifunctional Team Approach, Concurrent Engineering Research and Applications, 8(3): 183-198.
44. Marston, M., Allen, J.K. and Mistree, F. (2000). The Decision Support Problem Technique: Integrating Descriptive and Normative Approaches in Decision Based Design, Engineering Valuation and Cost Analysis, 3(2): 107-129.
45. Marston, M. (2000). Game Based Design: A Game Theory Based Approach to Engineering Design, PhD Dissertation, Woodruff School of Mechanical Engineering, Georgia Institute of Technology, Atlanta, GA, USA.
46. Thompson, G.L. (1953). Signaling Strategies in n-Person Games, Kuhn, H.W. and Tucker, A.W. (Eds), Contributions to the Theory of Games, Vol. II (Annals of Mathematics Studies, 28), Princeton University Press Princeton, pp. 267-277.
47. Hansen, E. and Walster, G.W. (2004). Global Optimization Using Interval Analysis, MIT Press, Cambridge.
48. Chabert, G., Trombettoni, G. and Neveu, B. (2005). Box-Set Consistency for Interval-based Constraint Problems, In: Proceedings of the 2005 ACM Symposium on Applied Computing, Santa Fe, New Mexico, pp. 1439- 1443.
49. Van Hentenryck, P., McAllester, D. and Kapur, D. (1997). Solving Polynomial Systems Using a Branch and Prune Approach, SIAM Journal on Numerical Analysis, 34(2): 797-827.
50. Mistree, F., Hughes, O.F. and Bras, B.A. (1993). The Compromise Decision Support Problem and the Adaptive Linear Programming Algorithm, Structural Optimization: Status and Promise, Kamat, M.P. (Ed.), AIAA, Washington, D.C., pp. 247-286.
51. Hayes, A.M., Wang, A., Dempsey, B.M. and McDowell, D.L. (2004). Mechanics of linear cellular alloys, Mechanics of Materials, 36(8): 691-713.
52. Cochran, J.K., Lee, K.J., McDowell, D.L. and Sanders, T.H. (2000). Low Density Monolithic Metal Honeycombs by Thermal Chemical Processing, 4th Conference on Aerospace Materials, Processes, and Environmental Technology, Huntsville, AL.
53. Seepersad, C.C., Dempsey, B.M., Allen, J.K., Mistree, F. and McDowell, D.L. (2002). Design of Multifunctional Honeycomb Materials, 9th AIAA/ ISSMO Symposium on Multidisciplinary Analysis and Optimization, Atlanta, GA. Paper Number: AIAA-2002-5626.