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Reduced number of design parameters in optimum path synthesis with timing of four-bar linkage

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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
The paper presents the method for the optimal synthesis of four-link mechanism generating open/closed paths with time prescription. Although the method is suitable for both closed and open paths, it enables decreasing the number of design parameters describing dimensions, orientation and position of a path generator. Compared to the methods presented in the references, this is a one-phase synthesis method; although the number of design parameters is reduced, the method does not require affine transformations to be performed on the synthesised mechanism. The effectiveness of the method is discussed based on examples of three paths, with two taken from the literature.
Rocznik
Strony
43--55
Opis fizyczny
Bibliogr. 48 poz., rys., tab.
Twórcy
  • Poznan University of Technology, Institute of Applied Mechanics, Poznań, Poland
Bibliografia
  • 1. Acharyya S.K., Mandal M., 2009, Performance of EAs for four-bar linkage synthesis, Mechanism and Machine Theory, 44, 9, 1784-1794
  • 2. Avil´es R., Vallejo J., Fernandez de Bustos I., Aguirrebeitia J., Ajuria G. ´ , 2010, Optimum synthesis of planar linkages using a strain-energy error function under geometric constraints, Mechanism and Machine Theory, 45, 65-79
  • 3. Bulatović R.R., Dordević S.R., 2009, On the optimum synthesis of a four-bar linkage using differential evolution and method of variable controlled deviations, Mechanism and Machine Theory, 44, 235-246
  • 4. Bulatović R.R., Dordević S.R., Dordević V.S., 2013, Cuckoo Search algorithm: A metaheuristic approach to solving the problem of optimum synthesis of a six-bar double dwell linkage, Mechanism and Machine Theory, 61, 1-13
  • 5. Bulatović R.R., Miodragović G., Boˇsković M.S., 2016, Modified Krill Herd (MKH) algorithm and its application in dimensional synthesis of a four-bar linkage, Mechanism and Machine Theory, 95, 1-21
  • 6. Buśkiewicz J., 2010, Use of shape invariants in optimal synthesis of geared five-bar linkage, Mechanism and Machine Theory, 45, 273-290
  • 7. Buśkiewicz J., 2015, A method for optimal path synthesis of four-link planar mechanisms, Inverse Problems in Science and Engineering, 23, 818-850
  • 8. Buśkiewicz J., Starosta R., Walczak T., 2009, On the application of the curve curvature in path synthesis, Mechanism and Machine Theory, 44, 1223-1239
  • 9. Cabrera J.A., Nadal F., Munoz J.P., Simon A., 2007, Multiobjective constrained optimal synthesis of planar mechanisms using a new evolutionary algorithm, Mechanism and Machine Theory, 42, 791-806
  • 10. Cabrera J.A., Ortiz A., Nadal F., Castillo J.J., 2011, An evolutionary algorithm for path synthesis of mechanisms, Mechanism and Machine Theory, 46, 127-141
  • 11. Cabrera J.A., Simon A., Prado M., 2002, Optimal synthesis of mechanisms with genetic algorithms, Mechanism and Machine Theory, 37, 10, 1165-1175
  • 12. Chu J., Sun J., 2010, Numerical atlas method for path generation of spherical four-bar mechanism, Mechanism and Machine Theory, 45, 6, 867-879
  • 13. Ebrahimi S., Payvandy P., 2015, Efficient constrained synthesis of path generating four-bar mechanisms based on the heuristic optimization algorithms, Mechanism and Machine Theory, 85, 189-204
  • 14. Erdman A.G., Sandor G.N., Kota S.S., 2001, Mechanism Design: Analysis and Synthesis, 4th Ed. (Web Enhanced), Volume I, Prentice-Hall
  • 15. Galan-Mar ´ ´ın G.F., Alonso J., Del Castillo J.M., 2009, Shape optimization for path synthesis of crank-rocker mechanisms using a wavelet-based neural network, Mechanism and Machine Theory, 44, 6, 1132-1143
  • 16. Gogate G.R., Matekar S.B., 2012, Optimum synthesis of motion generating four-bar mechanisms using alternate error functions, Mechanism and Machine Theory, 54, 41-61
  • 17. Goldberg D.E., 1989, Genetic Algorithms in Search, Optimization and Machine Learning, Addison Wesley, Massachusetts
  • 18. Hoeltzel D.A., Chieng W.H., 1990, Pattern matching synthesis as an automated approach to mechanical design, Journal of Mechanical Design, 112, 2, 190-199
  • 19. Kafash S.H., Nahvi A., 2015, Optimal synthesis of four-bar motion generator linkages using circular proximity function, Proceedings of the Institution of Mechanical Engineers Part C Journal of Mechanical Engineering Science, 203-210, 1989-1996
  • 20. Khorshidi M., Soheilypour M., Peyro M., Atai A., Panahi M.S., 2011, Optimal design of four-bar mechanisms using a hybrid multi-objective GA with adaptive local search, Mechanism and Machine Theory, 46, 10, 1453-1465
  • 21. Kinzel E.C., Schmiedeler J.P., Pennock G.R., 2006, Kinematic synthesis for finitely separated positions using geometric constraint programming, Journal of Mechanical Design, 128, 5, 1070-1079
  • 22. Kunjur A., Krishnamurty S., 1997, Genetic algorithms in mechanical synthesis, Journal of Applied Mechanisms and Robotics, 4, 2, 18-24
  • 23. Lin W.Y., 2010, A GA-DE hybrid evolutionary algorithm for path synthesis of four-bar linkage, Mechanism and Machine Theory, 45, 8, 1096-1107
  • 24. Lin W.Y., 2014, Optimization of scale-rotation-translation synthesis after shape synthesis for path generation of planar mechanisms, Journal of the Chinese Institute of Engineers, 37, 4, 497-505
  • 25. Lin W.Y., 2015, Optimum synthesis of planar mechanisms for path generation based on a combined discrete Fourier descriptor, Journal of Mechanisms and Robotics, 7, 4, 041023-041023
  • 26. Lin W.Y., Hsiao K.M., 2017, Cuckoo search and teaching-learning-based optimization algorithms for optimum synthesis of path-generating four-bar mechanisms, Journal of the Chinese Institute of Engineers, 40, 1, 66-74
  • 27. Lio M.D., 1997, Robust synthesis of linkages–synthesis by solving non-linear optimization problem, Mechanism and Machine Theory, 32, 8, 921-932
  • 28. Lio M.D., Cossalter V., Lot R., 2000, On the use of natural coordinates in optimal synthesis of mechanisms, Mechanism and Machine Theory, 35 ,10, 1367-1389
  • 29. Matekar S.B., Gogate G.R., 2012, Optimum synthesis of path generating four-bar mechanisms using differential evolution and a modified error function, Mechanism and Machine Theory, 52, 158-179
  • 30. McGarva J., Mullineux G., 1993, Harmonic representation of closed curves, Applied Mathematical Modelling, 17, 4, 213-218
  • 31. McGarva J.R., 1994, Rapid search and selection of path generating mechanisms from a library, Mechanism and Machine Theory, 29, 2, 223-235
  • 32. Mullineux G., 2011, Atlas of spherical four-bar mechanisms, Mechanism and Machine Theory, 46, 11, 1811-1823
  • 33. Nadal F., Cabrera J.A., Bataller A., Castillo J.J., Ortiz A., 2015, Turning functions in optimal synthesis of mechanisms, Journal of Mechanical Design, 137, 6, 062302 (10 pages)
  • 34. Penunuri F., Peón-Escalante R., Villanueva C., Pech-Oy D., 2011, Synthesis of mechanisms for single and hybrid tasks using differential evolution, Mechanism and Machine Theory, 46, 10, 1335-1349
  • 35. Sanchez Marin F.T., Gonzalez. A.P., 2004, Open-path synthesis of linkages through geometrical adaptation, Mechanism and Machine Theory, 39, 943-955
  • 36. Sancibrian R., Viadero F., Garc´ıa P., Fernandez A. ´ , 2004, Gradient-based optimization of path synthesis problems in planar mechanisms, Mechanism and Machine Theory, 39, 8, 839-856
  • 37. Schmiedeler J.P., Clark B.C., Kinzel E.C., Pennock G.R., 2014, Kinematic synthesis for infinitesimally and multiply separated positions using geometric constraint programming, Journal of Mechanical Design, 136, 3, 034503 (7 pages)
  • 38. Shiakolas P.S., Koladiya D., Kebrle J., 2002, On the optimum synthesis of four-bar linkages using differential evolution and the geometric centroid of precision positions, Inverse Problems in Science and Engineering, 10, 6, 485-502
  • 39. Shiakolas P.S., Koladiya D., Kebrle J., 2005, On the optimum synthesis of six-bar linkages using differential evolution and the geometric centroid of precision positions technique, Mechanism and Machine Theory, 40, 319-335
  • 40. Smaili A., Diab N., 2007, A new approach to shape optimization for closed-path synthesis of planar mechanisms, Journal of Mechanical Design, 129, 9, 941-948
  • 41. Smaili A.A., Diab N.A., Atallah N.A., 2005, Optimum synthesis of mechanisms using TabuGradient search Algorithm, Journal of Mechanical Design, 127, 917-923
  • 42. Sun J., Liu W., Chu J., 2015, Dimensional synthesis of open-path generator of four-bar mechanisms using the haar wavelet, Journal of Mechanical Design, 137, 8, 082303 (8 pages)
  • 43. Sun J.W., Chu J.K., 2009, Fourier method to function synthesis of an RCCC mechanism, Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 223, 2, 503-513
  • 44. Ullah I., Kota S., 1997, Optimal synthesis of mechanisms for path generation using Fourier descriptors and global search methods, Journal of Mechanical Design, 119, 504-510
  • 45. Vasiliu A., Yannou B., 2001, Dimensional synthesis of planar mechanisms using neural networks: application to path generator linkage, Mechanism and Machine Theory, 36, 2, 299-310
  • 46. Yu H., Tang D., Wang Z., 2007, Study on a new computer path synthesis method of a four-bar linkage, Mechanism and Machine Theory, 42, 4, 383-392
  • 47. Yue C., Su H.J., Ge Q.J., 2012, A hybrid computer-aided linkage design system for tracing open and closed planar curves, Computer-Aided Design, 44, 11, 1141-1150
  • 48. Zahn T., Roskies R.Z., 1972, Fourier descriptors for plane closed curves, IEEE Transactions on Computers, 21, 3, 269-281
Uwagi
PL
Opracowanie rekordu w ramach umowy 509/P-DUN/2018 ze środków MNiSW przeznaczonych na działalność upowszechniającą naukę (2018).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-cbf09e26-cd72-4158-a3d4-09c805a00522
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