A genetic algorithm approach to the selection of engineering controls for optimal noise reduction

ScienceAsia

Volumn 33, Issue 1, 2007, Pages 89-101

  Asawarungsaengkul, Krisada ^a   Nanthavanij, Suebsak ^a  

^a THAMMASAT UNIVERSITY   (Thailand)

Author keywords

Capital budgeting; Genetic algorithm; Knapsack problem; Noise reduction; Optimization

Indexed keywords

EID: 34247156977     PISSN: 15131874     EISSN: None     Source Type: Journal    
DOI: 10.2306/scienceasia1513-1874.2007.33.089     Document Type: Article

References (43)

1. National Institute for Occupational Safety and Health (1988) Criteria for a recommended standard - occupational noise exposure. DHHS (NIOSH) Publication NO. 98-126, Cincinnati, Ohio.
2. Occupational Safety and Health Administration (1983) Occupational noise exposure: hearing conservation amendment. Federal Register 48, 9738-83.
3. Harris CM (1979) Handbook of Noise Control, McGraw-Hill, Inc., New York.
4. Beranek LL and Ver IL (1992) Noise and Vibration Control Engineering, Principles and Applications. John Wiley & Sons, USA.
5. Cheremisinoff PN (1993) Industrial Noise Control. Prentice Hall, New Jersey, USA.
6. Ridley J (1994) Safety at Work. Butterworth-Heinemann, UK.
7. Wilson CE (1994) Noise Control, Measurement, Analysis, and Control of Sound and Vibration. Krieger Publishing Company, Florida, USA.
8. Bies DA and Hansen CH (1996) Engineering Noise Control, Theory and Practice. Chapman & Hall, London, UK.
9. Richards EJ (1981) On the prediction of impact noise, III: energy accountancy in industrial machines. Journal of Sound and Vibration 76(2), 187-232.
10. Vajpayee S, Nigm MM, and Sadek MM (1981) Noise reduction in material-handling machines. Applied Acoustics 14(6), 471-6.
11. Docherty R and Corlett EN (1983) A laboratory and simulation comparison of the effectiveness of open entry rooms for protection from high noise levels. Applied Acoustics 16(6), 409-25.
12. Cops A (1985) Absorption properties of baffles for noise control in industrial halls. Applied Acoustics 18(6), 435-48.
13. Li P and Halliwell NA (1985) Industrial jet noise: coanda nozzles. Journal of Sound and Vibration 99(4), 475-91.
14. Baek KH and Elliott SJ (1995) Natural algorithms for choosing source locations in active control systems. Journal of Sound and Vibration 186(2), 245-67.
15. Bahrami A, Williamson HM, and Lai JCS (1998) Control of shear cutting noise effect of blade profile. Applied Acoustics 34(1), 45-58.
16. Lee YY and Ng CF (1998) Sound insertion loss of stiffened enclosure using the finite element method and the classical approach. Journal of Sound and Vibration 217(2), 239-60.
17. Sorainen E and Kokkola H (2000) Optimal noise control in a carpentry plant. Applied Acoustics 61, 37-43.
18. Bilawchuk S and Fyfe KR (2003) Comparison and implementation of the numerical methods used for calculating transmission loss in silencer systems. Applied Acoustics 64(9), 903-16.
19. Sutton P (1976) Process plant noise: evaluation and control. Applied Acoustics 9(1), 17-33.
20. Pisinger D (2004) Where are the hard knapsack problems? Computers and Operations Research, Article in press.
21. Bretthauer KM and Shetty B (2002) The nonlinear knapsack problem - algorithm and applications. European Journal of Operational Research 138, 459-72.
22. Yokata T, Gen M, Taguchi T, and Li Y (1995) A method for interval 0-1 nonlinear programming problem using a genetic algorithm. Computers and Industrial Engineering 29(1-4), 531-5.
23. Yokota T, Gen M, Li Y, and Kim CE (1996a) A genetic algorithms for interval nonlinear integer programming problem. Computers and Industrial Engineering 31(3/4), 913-7.
24. Coit DW and Smith AE (1996) Penalty guided genetic search for reliability design optimization. Computers and Industrial Engineering 30(4), 895-904.
25. Yokota T, Taguchi T, and Gen M (1996b) A solving for an optimal loaded-allocation problem of simple beam. Computers and Industrial Engineering 31(1/2), 379-83.
26. Yokota T, Taguchi T, and Gen M (1997) A solution method for optimal weight design problem of helical spring using genetic algorithms. Computers and Industrial Engineering 33(1-2), 71-6.
27. Yokota T, Taguchi T, and Gen M (1998) A solution method for optimal weight design problem of the gear using genetic algorithms. Computers and Industrial Engineering 35(3-4), 523-6.
28. Zheng L, Yokota T, and Gen M (1998) A solution method for a resistance circuit network design with optimal power consumption problem by using genetic algorithms. Computers and Industrial Engineering 35(1-2), 377-80.
29. Tagushi T and Yokota T (1999) Optimal design problem of system Reliability with interval coefficient using improved genetic algorithms. Computers and Industrial Engineering 37, 145-149.
30. Chen T and Fischer GW (2000) A GA-based search method for the tolerance allocation problem. Artificial Intelligence in Engineering 14, 133-41.
31. Ji P, Sze MT, and Lee, WB (2001) A genetic algorithm of determining cycle time for printed circuit board assembly lines. European Journal of Operational Research 128, 175-84.
32. Deo S, Javadpour R, and Knapp GM (2002) Multiple setup PCB assembly planning using genetic algorithms. Computers and Industrial Engineering 42, 1-16.
33. Tseng SS and Din D-R (2002) A genetic algorithm for solving dual-homing cell assignment problem of two-level wireless ATM network. Computer Communications 25, 1536-47.
34. Soukhal A and Martineau P (2003) Resolution of a scheduling problem in a flowshop robotic cell. European Journal of Operational Research, Article in press.
35. Ponnambalam SG, Aravindan P, and Rao MS (2003) Genetic algorithms for sequencing problems in mixed model assembly lines. Computers and Industrial Engineering 45, 669-90.
36. Lee CY, Moon YP, and Cho YJ (2004) A lexicographically fair allocation of discrete bandwidth for multi rate multi traffics. Computers and Operations Research 31(14), 2349-63.
37. Stewart TJ, Janssen R, and Herwijnen MV (2004) A genetic algorithm approach to multiobjective land use planning. Computers and Operations Research 31, 2293-313.
38. Martello S and Toth P (1990) Knapsack Problems: Algorithms and Computer Implementations. John Wiley and Soms.
39. Holland JH (1975) Adaptation in Natural and Artificial Systems. The University of Michigan Press, Ann Arbor.
40. rd Edition, New York.
41. Gen M and Cheng R (1997) Genetic Algorithms and Engineering Design. Wiley, New York.
42. Gen M and Cheng R (2000) Genetic Algorithms and Engineering Optimization. Wiley, New York.
43. Michalewicz Z, Dasgupta D, Riche RGL, and Schoenauer M (1996) Evolutionary algorithms for constrained engineering problems. Computers and Industrial Engineering 30(4), 851-70.