高品質工作台鑄件與製程技術建立專案之規劃

Planning a High-Quality Workbench Casting and Process Technique Development Project

10.6285/MIC.202308/SP_02_12.0006

林高正(Kao-Cheng Lin)；蔡元立(Yuan-Li Tsai)；曾文宏(Wen-Hung Tseng)

專案規劃 ； 模糊作業工期 ； 時程分析 ； 關鍵鏈排程 ； 可能性理論 ； Project planning ； Fuzzy activity durations ； Temporal analysis ； Critical chain scheduling ； Possibility theory

管理資訊計算

12卷特刊2（2023 / 08 / 01）

47 - 63

繁體中文;英文

專案管理循環為專案管理的核心，而時程分析為其中專案排程的基礎。傳統時程分析所採用的計劃評核術（PERT）隱含著下列假設：（1）作業工期為明確的實數；（2）每天的工作時段均相同；（3）作業都是可間斷的；（4）作業在工作時段內的任何時間點都可以開始。本研究以一個高品質工作台鑄件與製程技術建立專案為例，探討在作業工期為模糊數的情況下，考慮不同工作時段與作業特性，如何進行時程分析與作業排程。為方便專案的排程與控制，本研究採用Microsoft Excel進行PERT的參數分析與關鍵鏈排程計算。這除可使計算變得較簡單易懂外，也使計算自然符合具限制的擴充原則。

The project management cycle is the core of project management, while temporal analysis is the basis of project scheduling in this cycle. The Program Evaluation and Review Technique (PERT) used in traditional temporal analysis implies the following assumptions: (1) the activity durations are crisp numbers; (2) each working day has the same working hours; (3) the activities are preemptive; (4) every activity can start at any time point during the working hours. In this study, a project on high-quality workbench casting and technique development is used as an example to illustrate how to conduct temporal analysis and project scheduling with fuzzy activity durations, when the activities have different working hours and characteristics. For the convenience in project scheduling and control, we uses Microsoft Excel to conduct the parameter analysis of PERT and the critical chain scheduling. This not only makes the calculation more convenient and easier to understand but also meets the constrained extension principle naturally.

1. 林高正,曾文宏,鄧凱年,許惠馨(2019)。以期望值模式求解可能性最小生成樹問題。管理資訊計算，8(特刊2)，37-50。
   連結：
2. 林高正,曾文宏,簡宛玲(2017)。探究關鍵鏈排程之緩衝時間計算。管理資訊計算，6(特刊 3)，164-175。
   連結：
3. Chanas, S.,Kamburowski, J.(1981).The use of fuzzy variables in PERT.Fuzzy Sets and Systems,5(1),11-19.
4. Demeulemeester, E.L.,Herroelen, W.S.(2002).Project Scheduling: A Research Handbook.Handbook Boston:Kluwer Academic Publisher.
5. Dubois, D.(ed.),Prade, H.(ed.)(2000).Fundamentals of Fuzzy Sets.Dordrecht:Kluwer Academic Publishers.
6. Dubois, D.,Prade, H.(1997).The three semantics of fuzzy sets.Fuzzy Sets and Systems,90(2),141-150.
7. Elmaghraby, S.E.(1977).Activity Networks: Project Planning and Control by Network Models.New York:Wiley Interscience.
8. Elmaghraby, S.E.,Herroelen, W.S.,Leus, R.(2003).Note on the paper ‘Resource constrained project management using enhanced theory of constraint’ by Wei et al.International Journal of Project Management,21(4),301-305.
9. Goldratt, E.M.(1992).The Goal: A Process of Ongoing Improvement.Massachusetts:North River Press.
10. Goldratt, E.M.(1997).Critical Chains.Massachusetts:North River Press.
11. Herroelen, W.S.,Leus, R.(2004).Robust and reactive project scheduling: a review and classification of procedures.International Journal of Production Research,42(8),1599-1620.
12. Herroelen, W.S.,Leus, R.(2001).On the merits and pitfalls of critical chain scheduling.Journal of Operations Management,19(5),559-577.
13. Herroelen, W.S.,Leus, R.,Demeulemeester, E.L.(2002).Critical chain project scheduling − do not oversimplify.Project Management Journal,33(4),46-60.
14. Kerzner, H.(2013).Project Management: A System Approach to Planning, Scheduling, and Controlling.New York:Van Nostrand Reinhold.
15. Klement, E.P.,Mesiar, R.,Pap, E.(2000).Triangular Norms.Boston:Kluwer Academic Publishers.
16. Klir, G.J.,Pan, Y.(1998).Constrained fuzzy arithmetic: Basic questions and some answers.Soft Computing,2(2),100-108.
17. Klir, G.J.,Yuan, B.(1995).Fuzzy Sets and Fuzzy Logics: Theory and Applications.Upper Saddle River, New Jersey:Prentice-Hall.
18. Leach, L.P.(2000).Critical Chain Project Management.Boston:Artech House Professional Development Library.
19. Liu, B.(2007).Uncertainty Theory: An Introduction to its Axiomatic Foundations.Heidelberg:Springer-Verlag.
20. Mantel, S.J., Jr.,Meredith, J.R.,Shafer, S.M.,Sutton, M.M.(2008).Project Management in Practice.New York:John Wiley & Sons.
21. Newbold, R.C.(1998).Project Management in the First Lane: Applying the Theory of Constraints.Boca Raton, Florida:St. Lucie Press.
22. Zadeh, L.A.(1975).The concept of a linguistic variable and its application to approximate reasoning III.Information Sciences,9(1),43-80.
23. Zadeh, L.A.(1975).The concept of a linguistic variable and its application to approximate reasoning II.Information Sciences,8(4),301-357.
24. Zadeh, L.A.(1975).The concept of a linguistic variable and its application to approximate reasoning I.Information Sciences,8(1),199-249.
25. Zadeh, L.A.(1965).Fuzzy sets.Information and Control,8(3),338-353.
26. Zadeh, L.A.(1978).Fuzzy sets as a basis for theory of possibility.Fuzzy Sets and Systems,100(1),9-34.
27. 李貞儀(2005)。台南縣，南臺科技大學。
28. 林高正,李貞儀(2004)。具模糊工期之專案作業關鍵性分析。中國工業工程學會九十三年度年會暨學術研討會論文集，台南市: