18_references .pdf

171

REFERENCES1. Ahluwalia R S and Karolin A V, “A Computer Aided Tolerance

Control System”. Journal of Manufacturing Systems, 3, 1984,

pp153–160.

2. Al-Ansary MD, Deiab IM, “Concurrent optimization of design and

machining tolerances using the genetic algorithms method”.

International Journal of Mach. Tools Manuf., 37, 1997, pp

1721–1731.

3. ASME Y14.5M -1994, The American Society of Mechanical

Engineers, 1995, Newyork.

4. B V Babu, and K K N Sastry, “Estimation of heat transfer

parameters in a trickle-bed reactor using differential evolution

and orthogonal collocation”, Computer and Chemical

Engineering, Vol. 23(3), 1997, pp. 327-339.

5. Babu B V, Evolutionary computation - At a Glance, NEXUS,

Annual magazine of engineering technology association, BITS,

Pilani, 2001, pp 3-7.

6. Babu B V and Jehan M M L, “Differential Evolution for Multi-

Objective Optimization”. In CEC. Canberra, Australia, December

2003, Vol. 4, pp 2696 – 2703.

7. Bandler J W, “Optimization of design tolerances using nonlinear

programming”. Journal of Optimization Theory and Application,

14, 1974, pp 99–114.

8. Bjorke O, “Computer Aided Tolerancing”, New York: ASME, 1989.

9. Bryan R Fischu, “Mechanical tolerance stackup and analysis”,

Marcel Deker, Inc., Newyork, 1995.

10. Box M, “A new method of constrained optimization and a

comparison with other methods”. The Computer Journal, 8,

1965, pp 42-52.

172

11. Chase K W, Greenwood W H, Loosli B G, Hauglund L F, “Least

cost tolerance allocation for mechanical assemblies with

automated process selection”. Manufacturing Review, 3, 1990, pp

49–59.

12. Chase K W and and Parkinson A R, “ A survey of research in

the application of tolerance analysis to design of mechanical

assemblies ”.Research in Engineering Design,3,1991, pp 23-27.

13. Chase K W, Gao J, Magleby S P and Sorensen C D, “Including

geometric feature variations in tolerance analysis of mechanical

assemblies ”, IIE Transactions, 28, 1996, pp 795-807.

14. Coello Coello C A, “Theoretical and numerical constraint-

techniques used with evolutionary algorithms: a survey of the

state of the art”, Computer Methods in Applied Mechanics , 191,

2002, pp 1245-1287.

15. Cook H, Devor R, “On competitive manufacturing enterprises i:

The s-model and the theory of quality”. Manufacturing Review, 4,

1991, pp 96–105.

16. Creveling C M, “Tolerance Design”. Addison – Wesleey, 1997.

17. Dantan J Y, Mathieu L, Ballu A and Martin P, “Tolerance

synthesis: Quantifier notion and virtual boundary”. Computer

Aided Design, 37(2), 2005, pp 231–240.

18. Deb K, “An introduction to genetic algorithms.” Sadhana, 24,

1999, pp 293–315.

19. Deb K, “Multi-objective Optimization Using Evolutionary

Programming”. Wiley, 2001.

20. Deb K, “Optimization for Engineering Design: Algorithms and

Examples”. Prentice-Hall, 1995.

21. Defelice J D, “Economic partitioning of tolerances”. Quality

Engineering, 13, 2000, pp 219–228.

173

22. Dong Z, and Soom A, “Automatic optimal tolerance design for

related dimension chains”. Manufacturing Review, 3, 1990, pp

262–271.23 Dong Z, and Hu W, “Optimal process sequence identification and

optimum process tolerance assignment in computer aided

process planning”. Computers in industry, 17, 1991, pp 19-32.

24 Dong Z, Hu W and Xue D, “New production cost tolerance

models for tolerance synthesis”. ASME Journal Engineering

Industry, 116, 1994, pp 199–206.25. Evans D H, “Statical tolerancing: the state of the art, Part 1:

background”. Journal of Quality Technology, 6, 1974, pp 188-

19526. Evans D H, “Statical tolerancing: the state of the art ,Part 2:

methods for estimating moments ”. Journal of Quality

Technology, 7, 1975, pp 1-12

27. Feng C and Kusiak A, “Robust tolerance design with the integer

programming approach”. ASME Journal of Manufacturing

Science and Engineering. 119, 1997, pp 603–610.

28. Feng S C and Hopp T H, “ A review of current geometric

tolerancing theories and inspection data analysis algorithms”,

Technical report, National Institute of Standards and Technology

, 1991,

29. Fortini E T, “Dimensions for interchangeable Manufacture”. New

York, Industrial press, 1967.30. Gao J, Chease K W and Magleby S P, “Generalized 3D tolerance

analysis of mechanical assemblies with small kinematic

adjustments”. IIE transactions, 30, 1998, pp 367-377.31. Gerth R J, “A Spreadsheet approach to minimum cost

tolerancing for rocket engines”. Computers and Industrial

Engineering, 27, 1994, pp 549–552.32. Gerth R J, “Engineering tolerancing: a review of tolerance

analysis and allocation methods”. Engineering Design and

Automation, 2, 1996, pp 3–22.

174

33. Glover F, “A multiphase-dual algorithm for zero-one integer

programming problem”. Operations Research, 13, 1965, pp 879–

919.

34. Glover F, “Heuristics for integer programming using surrogate

constraints”. Decision Sciences, 8(1), 1977, pp 156–166.

35. Goldberg and Deb,” A comparison of selection schemes used in

genetic algorithms”. Proceedings of Foundation of Genetic

Algorithms-1, San Manteo: Morgan Kaufmann, 1991, pp 69-93.

36. Goldberg D E, “Genetic Algorithms in Search Optimization and

Machine Learning”. Addison Wesley, 1989.

37. A. Gopala krishna, “Optimization of surface grinding operations

using a differential evolution approach”, Journal of Materials

Processing Technology,183, 2007, pp 202-209.

38. Graves S B, “A total cost comparision of alternative tolerancing

formulae”. Journal of manufacturing science and engineering,

Transactions of ASME, 121, 1999, pp 720-726

39. Greenwood W H and Chase K W, “A new tolerance analysis

method for designers and manufactures”. Journal of Engineering

for Industry, Transactions of the ASME, 109, 1987, pp 112–116.

40. Greenwood W H and Chase K W, “Root sum square tolerance

analysis with nonlinear problems”. Journal of Engineering for

Industry, Transactions of the ASME, 112, 1990, pp 382–384.

41. Holland J H, “Adaptation in Natural and Artificial Systems”, The

University of Michigan Press, Ann Arbor, Michigan, 1975

42. Homaifar, Lai and Qi, “Constrained optimization via genetic

algorithms,” Simulation, vol.62, no. 4, 1994, 242-254.

43. Hong Y S and Chang T C, “Tolerancing algebra: A building block

for handling tolerance interactions in design and

manufacturing”. International Journal of Production Research,

41(1), 2003, pp 47–63.

175

44. Hutchings C L, “An Investigation of Geometric Tolernaces in a

Comuter aided Design Model”, Master’s Thesis, 1999, Purdue

University

45. Iannuzzi M P and Sandgren E, “Tolerance optimization using

genetic algorithms: Benchmarking with manual analysis”. In

Proceedings of the 4th CIRP Design seminar on Computer-Aided

Tolerancing, 1995, pp 219-234.

46. Irani S A, Mittal R O and Lehtihet E A, “Tolerance chart

optimization”. International Journal of Production Research, 27,

1989, pp 1531–1552.

47. Jeang A “Economic tolerance design for quality”. Quality and

Reliability Engineering International, 11, 1995, pp 113–121.

48. Jeang A and Leu E, “Robust tolerance design by computer

experiment”. International Journal of Production Research, 37,

1999, pp 1949–1961.

49. Jeang A, “An approach of tolerance design for quality

improvement and cost reduction.” International Journal of

Production Research, 35, 1997, pp 1193–1211.

50. Jeang A, “Computer-aided tolerance synthesis with statistical

method and optimization techniques”. Quality and Reliability

Engineering International, 17, 2001, pp 131–139.

51. Jeang A, “Optimal tolerance design by response surface

methodology”. International Journal of Production Research,

37(14), 1999, pp 3275–3288.

52. Jeang A, “Tolerance chart optimization for quality and cost”.

International Journal of Production Research, 36, 1998, pp

2969–2983.

176

53. Ji P, “A linear programming model for tolerance assignment in a

tolerance chart”. International Journal of Production Research,

31, 1993a, pp 739–751.

54. Ji P, “A tree approach for tolerance charting”. International

Journal of Production Research, 31, 1993b, pp 1023–1033.

55. Joshi R, Sanderson A C, “Minimal representation multi sensor

fusion using differential evolution”. IEEE Transactions on

Systems, man and cybernetics, Part A: Systems & Humans Vol.

29 (1), 1999, pp 63 – 76.

56. Kanai S, Onozuka M and Takahashi H, “Optimal tolerance

synthesis by genetic algorithm under the machining and

assembling constraints”. In Proceedings of the 4th CIRP Design

Seminar on Computer-Aided Tolerancing, 1995, pp 235-250.

57. Kapur K C, Raman S and Pulat P S, “Methodology for tolerance

design using quality loss functions”. Computers and Industrial

Engineering, 19, 1990, pp 254–257.

58. Karaboga D, Okdem S, “A Simple and Global Optimization

Algorithm for Engineering Problems: Differential Evolution

Algorithm”, Turk J Elec. Engineering, Vol.12, No.1, 2004, pp 53-

60.

59. Kennedy J & Eberhart R C, „Particle swarm optimization”.

Proceedings of IEEE International Conference on Neutral

Networks, Perth, Australia, 1995, pp 1942-1948.

60. Kennedy J, Eberhart R C & Shi Y, “Swarm Intelligence”. M San

Francisco, 2001.

61. Kenneth V Price, Rainer M Storn, “Differential Evolution A

Practical Approach to Global Optimization”. Springer, 2005.

177

62. Kim S H, and Knott K, “A pseudo-boolean approach to

determining least cost tolerances.” International Journal of

Production Research, 26, 1988, pp 157-167

63. Kim Y J and Cho B R, “The use of response surface designs in

the selection of optimum tolerance allocation”. Quality

Engineering, 13, 2000, pp 35–42.

64. Kirschling,G.,“Qualityassurances and tolerances(Berlin:Springer-

Verlag) ”1991

65. Krishnaswami M, Mayne R W, “Optimizing tolerance allocation

for minimum cost and maximum quality”. In Proc. ASME design

automation conference, 20th Design automation conference, Vol.

69(1), 1994, pp 211–217.

66. Krulikowski A, “Tolerance Stack :A Self Study Course”. (Effective

Training Inc.: Westland, Michigan) Vol. II, 1992.

67. Kumar S and Raman S, “Computer aided tolerancing: the past.

the presen and the future ”. Journal of Design and

manufacturing, 2, 1992, pp 29-41

68. Laperriere L and Kabore T, “Monte Carlo simulation of tolerance

synthesis equations”. International Journal of Production

Research, 39(11), 2001, pp 2395–2406.

69. Latta L W, “Least-cost tolerancing”. Product Engineering, 16,

1963, pp 111–113.

70. Lee J and Johnson G E, “Optimal tolerance allotment using a

genetic algorithm and truncated Monte Carlo simulation”.

Computer Aided Design, 25, 1993, pp 601–611.

71. Lee W J, Woo T C and Chou S Y, “Tolerance synthesis for

nonlinear systems based on nonlinear programming”. IIE

Transactions, 25, 1993, pp 51–61.

72. Lee W J, Woo T C, “Optimum selection of discrete tolerances”.

Journal of Mechanisms, Transmissions, and Automation Design,

Transactions of ASME, 111, 1989, pp 243–252.

178

73. Ligget J V, “Dimensional Variations Management Handbook”.

Englewood Cliffs, Prentice Hall, 1993.

74. Lin S S, Wang H P and Zhang C, “Statistical tolerance analysis

based on beta distribution”. Journal of Manufacturing Systems,

10, 1997, pp 150-158

75. Li W, Bai G, Zhang C and Wang B, “Optimization of machining

datum selection and machining tolerance allocation with genetic

algorithms”. International Journal of Production Research, 38,

2000, pp 1407–1424.

76. Michael W and Siddall J N, “The optimization problem with

optimal tolerance assignment and full acceptance”. ASME

Journal of Mechanical Designs, 104, 1982, pp 855–860.

77. Michael W and Siddall J, “Optimization problem with tolerance

assignment and full acceptance”. ASME Journal of Mechanical

Design, 103, 1981, pp 842-848.

78. Michalewicz Z, “Genetic Algorithms & Data Structure for

Evolution Programs”. Springer, 1996.

79. Mittal R O, Irani S A and Lehtihet E A, “Tolerance control in the

machining of discrete components”. Journal of Manufacturing

Systems, 9, 1990, pp 233–246.

80. Nagarwala M Y, Pulat P S and Raman S R, “Process selection and

tolerance allocation for minimum cost assembly”. Manufacturing

Science and Engineering, 68(1), 1994, pp 47–55.

81. Ngoi B K A and Fang S L, “Computer-aided tolerance charting”.

International Journal of Production Research, 32, 1994, pp

1939–1954.

82. Ngoi B K A and Ong J M, “A complete tolerance charting system

in assembly”. International Journal of Production Research, 37,

1998, pp 2477–2498.

179

83. Nigam S D and Turner J U, “Review of statistical approaches to

tolerance analysis”. Computer Aided Design, 27(1), 1995, pp 6–

15.

84. Ostwald P F and Huang J A, “A method for optimal tolerance

selection”. ASME Journal of Engineering for Industry, 1977, 99,

558-565.

85. Parkinson D B, “Assessment and optimization of dimensional

tolerances”. Computer-Aided Design, 17, 1985, pp 191-199.

86. Paul J Drake Jr, “Dimensioning and Tolerancing Hand book”.

McGraw-Hill, Sydney Tokyo Toronto, 1999.

87. Peters J, “Tolerancing the components of an assembly for

minimum cost”. ASME Journal of Engineering for Industry, 110,

1988, pp 232-235.

88. R Sarker, J Kamruzzaman and C Newton, “Evolutionary

Optimization (EvOpt): A Brief Review and Analysis”. International

Journal of Computational Intelligence and Applications, 3(4),

2003, pp 311-330.

89. R Storn and K Price, “Differential evolution: A practical approach

to global optimization”. Springer, Verlag Berlin Heidelberg, 2005.

.90. Raquel C and Naval P, “An efficient use of crowding distance in

multi objective particle swarm optimization”. In Proc. Of the 2005

Conf. on genetic and evolutionary computation, Washington DC,

USA, 2005, pp 259-264.

91. Requicha A A G, “Mathematical definitions of tolerance

specifications”. Manufacturing review, 6(4), 1993, pp 269-274.

92. Roy U and Fang Y C, “Optimal Tolerance re-allocation for the

generative process sequence”. IIE Transactions, 29, 1997, pp 37-

44

180

93. Roy U, Liu C R and Woo T C, “Review of dimensioning and

tolerancing: representation and processing”. Computer Aided

Design, 23, 1991, pp 466–483.

94. Sacks E and Joskowicz L, “Parametric kinematic tolerance

analysis of planar mechanisms”. CAD, 29(5), 1997, pp 333–342.

95. Singh P K, Jain P K and Jain S C, “Simultaneous optimal

selection of design and manufacturing tolerances with different

stack-up conditions, using genetic algorithms.” International

Journal of Production Research, 41(11), 2003, pp 2411–2429.

96. Singh P K, Jain P K and Jain S C, “A genetic algorithm based

solution to optimal tolerance synthesis of mechanical

assemblies with alternative manufacturing processes: focus on

complex tolerancing problems.” International Journal of

Production Research, 42(24), 2004, pp 5185–5215.

97. Skowronski V J and Turner J U, “Using Monte-Carlo variance

reduction in statistical tolerance synthesis”. Computer Aided

Design, 29, 1997, pp 63–69.

98. Slowik A and Bialko M, “Training of artificial neural networks

using differential evolution algorithm”. Proceedings of the Int.

Conference on Human system interations 25-27 May 2008, pp

60-65.

99. Soderberg R “Tolerance allocation considering customer and

manufacturing objectives”. Advances in Design Automation,

65(2), 1993, pp 149–157.

100. Speckhart F H “Calculation of tolerance based on a minimum

cost approach”. ASME Journal of Engineering for Industry, 94,

1972, pp 447–453.

101. Spears W M and Jong K A, “On the Virtues of parameterized

uniform crossover”. Proceedings of Fourth International

conference on Genetic Algorithms, 1991, pp. 230-236.

181

102. Spotts M F, “Allocation of tolerances to minimize cost of

assembly”. Journal of Engineering for Industry: Transactions of

the ASME, 95, 1973, pp 762–764.

103. Spotts,M.F., “Dimensioning and Tolerancing for Quantity

Production”. Prentice –Hall, 1983.

104. Srinivasan V, “On interpreting statistical tolerancing”.

Manufacturing review, 7, 1994b, pp. 304-311.

105. Spotts M F, “Dimensioning stacked assemblies”. Machine

Design, 50, 1978, pp 60–63.

106. Suthedand G and Roth B, “Mechanism design: accounting for

manufacturing tolerances and costs in function generating

problems”. ASME Journal of Engineering for Industry, 98, 1975,

pp 283-286.

107. Taguchi G, “Quality Engineering in Production Systems”.

McGraw-Hill, New York, 1989.

108. Teissandier D, Couetard Y and Gerard A, “A computer aided

tolerancing model: proportioned assembly clearance volume”.

CAD, 31(13), 1999, pp 805–817.

109. Tseng Y J and Kung H W, “Evaluation of alternative tolerance

allocations for multiple machining sequences with geometric

tolerances”. International Journal of Production Research,

37(17), 1999, pp 3883–3900.

110. Varghese P, Zhang C. and Wang H P, “Geometric tolerance

analysis with vectorial toleranceing”. Engineering design and

automation, 2, 1996, pp. 127-139.

111. Vasseur H, Kurfess T, Cagan J “Optimal tolerance allocation for

improved productivity”. In: Proc NSF design and manufacturing

systems conference, Charlotte, 1993, pp 715–719.

112. Voelcker H B, “A current perspective on toleancing and

metrology”. Manufacturing review, 6, 1993, pp 258-268

182

113. Voelcker H B, “Dimensional tolerancing today, tomorrow, and

beyond”. In ASME papers presented at the 1995 ASME

international Mechanical Engineering Congress & Exposition,

114. Wilde D and Prentice E, “Minimum exponential cost allocation

of sure-fit tolerances”. ASME J Eng Ind., 97, 1975, pp 1395–

1398.

115. Wirtz A, “Vectorial Tolerancing : a basic element for quality

control”. In computer Aided Tolerancing: proceedings of CIRP

seminars, 1991, pp 115-127.

116. Wu Z, “Sensitive factor for position tolerance”. Research in

engineering design, 9, 1997, pp 228-234.

117. Wu Z, ElMaraghy W H, ElMaraghy H A, “Evaluation of cost

tolerance algorithms for design tolerance analysis and

synthesis”. Manufacturing Review, 1, 1988, pp 168–179.

118. Xue D, Rousseau J H, Dong Z, “Joint optimization of functional

performance and production cost based upon mechanical

features and tolerances”. In: Proc ASME design engineering

technical conferences, Vol. 83, 1995.

119. Ye B and Salustri F A, “Simultaneous tolerance synthesis for

manufacturing and quality.” Research in engineering design,

14(2), 2003, pp 98–106.

120. Yuan and Hong, “Evolution of Alternative Tolerance allocation

for multiple machining sequences with Geometric tolerances”.

International Journal of Production Research, 37(17), 1999. Pp

3883-3900.

121. Zhang C and Wang H, “Integrated tolerance optimization with

simulated annealing”. International Journal of Advanced

Manufacturing Technology, 8, 1993, pp 167-174.