An Integrated Model for Simultaneous Formation of Machine Cells and Part Families in FMS : Using Machine- Operation Incidence Matrix and Part - Operation Incidence Matrix

FMS에서 기계셀과 부품그룹의 동시형성을 위한 통합모형 : 기계-공정 빈도행렬과 부품-공정 빈도행렬의 이용

  • Published : 1995.02.01

Abstract

The success of cell manufacturing applications in FMS rests on the effective cell formation to maintain the independent relations both between machine cells and between part families. This paper presents an integrated method for concurrent formation of cells and families with no E.E (Exceptional Element) in FMS with alternative routings. To determine the maximum number of cell and family with no E.E, mathematical conditions and properties are derived. New concept of nonsimilarity is introduced for each machine and part based on machine-operation incidence matrix and part-operation incidence matrix. To concurrently form the cells and families, integer programming based mathematical models are developed. For the predetermined number of cell or family, model I is used to identify whether E.E exists or not. Model II forms cells and families considering only nonsimilarity. But model III can consider nonsimilarity and processing times. The proposed method is tested and proved by using numerical examples.

Keywords

References

  1. INT.J.PROD.RES. v.25 no.4 The Generalized Group Technology Concept Andrew Kusiak
  2. INT.J.PROD.RES. v.30 Similarity Coefficients Algorithm for Solving the Group Technology Probem Andrew Kusiak;M.CHO
  3. INT.J.PROD.RES. v.25 An Algorithm for Concurrent Formation of Part Families and Machine Cells CHANDERASEKHARAN,N.P.;RAHAGOPALAN,R.
  4. INT.J.PROD.RES. v.29 no.9 Machine Capacity Planning in Grouping Technology DILEEP,R.SULE
  5. INT.J.PROD.RES. v.29 no.2 A Linear Formulation of the Machine-part Cell Formation Problem FAYEZ,F.BOCTOR
  6. INT.J.PROD.RES. v.28 no.1 An Assignment Model for the Part-Families Problem in Group Technology G.SRINIVASAN;T.T.NARENDRAN;B.MAHADEVAN
  7. INT.J.PROD.RES. v.31 no.3 A Network Flow Approach to Solve Clustering Problems in Group Technology H.LEE;A.GARCIA DIAZ
  8. INT.J.PROD.RES. v.31 no.4 Designing Flexibility into Cellular Manufacturing System N.E.DAHEL;S.B.SMITH
  9. INT.J.PROD.RES. v.30 no.5 Manufacturing System Cell Formation and Evaluation Using a New Intercell Flow Reduction Heuristic O,GEOFFREY OKOGBBA;MING-TE CHEN;CHAWENG CHANGCHIT;RICHARD L.SHELL
  10. INT.J.PROD.RES. v.27 A Note on Similarity Coefficient and the Problem if Improper Machine Assignment in Geoup Technology Applications SEIFODDINI,H.
  11. INT.J.PROD.RES. v.31 no.6 Design of Manufacturing Cells for Flexible Environment Considering Alternative Routing TARUN GUPTA
  12. INT.J.PROD.RES. v.28 no.7 Production Data Based Similarity Coefficient for Machine-Component Group Decsions in tthe Design of a Celluar Manufacturing System TARUN GUPTA;HAMID SELFODDINIM
  13. INT.J.PROD.RES. v.28 A Network Approach to Cell Formation in Celluar Manufacturing TAJINDER VOHRA;DERSAN CHENM
  14. INT.J.PROD.RES. v.24 A Method of Finding Minimal Bottleneck Cells for Grouping Part-Machine Families VANNELLI,A.;KUMER,R.K.
  15. 대한산업공업학회지 v.20 no.2 대체가공 경로를 갖는 FMS에서 예외적 요소가 존재하지 않는 최대수의 셀 형성 방법 이영광;윤창원;정병희