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研究生: 李家駒
Chia-chu Lee
論文名稱: 租賃設備於失效率降低法下之最佳租期數與維修策略─以韋伯壽命分配為例
Optimal Number of Leased Periods and Maintenance Policy for Leased Equipment Using Failure Rate Reduction-Weibull Case
指導教授: 葉瑞徽
Ruey-huei Yeh
口試委員: 陳正綱
Cheng-kang Chen
許總欣
Tsung-shin Hsu
學位類別: 碩士
Master
系所名稱: 管理學院 - 工業管理系
Department of Industrial Management
論文出版年: 2011
畢業學年度: 99
語文別: 中文
論文頁數: 42
中文關鍵詞: 租賃設備失效率降低法預防保養小修
外文關鍵詞: lease equipment
相關次數: 點閱:249下載:7
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隨著高度專業分工的時代來臨,各企業開始僅專注於自身所擅長的核心活動,因此,專業設備租賃漸漸成為主流商業型態,並以合約約束租賃雙方之權利及義務。租賃合約中通常包含由出租者所提供的相關維修保養規定,如出租者必須負擔租期內設備故障的維修責任,且需賠償一金額以補償出租者的停機損失。因此,出租者通常會以預防保養的方式盡可能的減少設備在租期間故障的次數,以減少懲罰成本的支出,進而增加利潤。而實施預防保養的成本與設備故障懲罰成本之間的拉鋸則成為出租者訂定租賃合約與維修策略的重要關鍵。本文以設備出租者的立場,考慮在設備生命週期內,以失效率降低法的保養方式及故障小修的維修方式,以租賃設備為韋伯壽命分配建構數學利潤模式,並推導最佳維修策略與租期數,使出租者之期望總利潤為最大。


Due to professional services come of age, enterprises become only to put the resources into their core activities so that professional equipment leasing turn into a business trend. The rights and obligations are bounded by a lease contract. The rules of corrective and preventive maintenance are usually included in the lease contract and offered by the lesor, such as lessor must be responsible for repair of failure equipment and incurred a penalty cost to compensate for shutdown damage of lessee. Hence, lessor usually implements preventive maintenance actions to reduce the failure times of equipment as less as possible to reduce the penalty cost. Therefore, the choice between implementing preventive maintenance and incurring penalty is a key point of establishing lease contract and maintenance policy. This thesis constructs mathematical profit model for leased equipment with Weibull life-time by using failure rate reduction method and rectifies failures with minimal repairs and derives optimal maintenance policy and number of lease that maximize expected total profit.

摘 要 I Abstract II 誌 謝 III 目 錄 IV 表 目 錄 VI 圖 目 錄 VII 第一章 緒論 1 1.1 研究動機 1 1.2 研究目的 2 1.3 研究範圍 3 1.4 論文架構 3 第二章 文獻探討 4 2.1維修 5 2.2預防保養 6 2.3 租賃 9 2.4本章小結 9 第三章 租賃設備之總利潤數學模式 11 3.1 符號與基本假設 11 3.2 利潤模式建構 13 3.3 韋伯壽命分配之設備最佳維修策略與租期數 16 3.4 本章小結 25 第四章 數值分析 26 第五章 結論與未來研究方向 32 5.1 結論 32 5.2 未來研究方向 33 參考文獻 34 附錄 40

[1] 高國欽「失效率降低法下租賃設備之最佳預防保養策略」,博士論文,台灣科技大學工業管理系,台北(2009)。
[2] Barlow, R. E. and Hunter, L. C., “Optimum preventive maintenance policies,” Operations Research, 8, 90-100 (1960).
[3] Block, H. W., Borges, W. S. and Savits, T. H., “Age Dependent Minimal Repaire,” Journal of Applied Probability, 22, 370-385(1985).
[4] Brown, M. and Proschan, F., “Imperfect repair,” Journal of Applied Probability, 20, 851–859 (1983).
[5] Chan, J.K. and Shaw, L., “Modeling repairable systems with failure rates dependent on age and maintenance”, IEEE Transactions on Reliability, 42, 566-570 (1993).
[6] Chen, M. and Feldman, R. M., “Optimal replacement policies with minimal repair and age-dependent costs”, European Journal of Operational Research, 98, 75-84 (1997).
[7] Chun, Y. H., “Optimal number of periodic preventive maintenance operations under warranty,” Reliability Engineering & System Safety, 37, 223-225 (1992).
[8] Desai, P. and Purohit, D., “Leasing and selling: Optimal Marketing Strategies for a Durable Goods Firm,” Management Science, 44, 19-34, (1998).
[9] Doyen, L. and Gaudoin, O., “Classes of imperfect repair models based on reduction of failure intensity or virtual age”, Reliability Engineering & System Safety, 84, 45-56 (2004).
[10] Elton, M. B., “Executive memorandum-equipment leasing: Is it right for your foundry,” Modern Casting, 91(10), 43-45 (2001).
[11] Glickman, T. S. and Berger, P. D., “Optimal price and protection period decisions for a product under warranty,” Management Science, 22, 1381-1390 (1976).
[12] Jack, N. and Dagpunar, J. S., “An optimal imperfect maintenance policy over a warranty period”, Microelectronics and Reliability ,34, 529-534, (1994).
[13] Jaturonnatee, J., Murthy, D. N. P., and Boondiskulchok, R, “Optimal preventive maintenance of leased equipment with corrective minimal repairs”, European Journal of Operational Research, 174, 201-215 (2006).
[14] Kijima, M. and Nakagawa, T., “Replacement policies of a shock model with imperfect preventive maintenance”, European Journal of Operational Research, 57, 100-110 (1992).
[15] Levitin, G. and Lisnianski, A., “Optimization of imperfect preventive maintenance for multi-state systems”, Reliability Engineering & System Safety, 67, 193-203 (2000).
[16] Lin, D., Zuo, M. J. and Yam, R. C. M., “Sequential imperfect preventive maintenance models with two categories of failure modes”, Naval Research Logistic0s, 48, 172-183 (2001).
[17] Makis, V. and Jardine, A. K. S., “Optimal replacement of a system with imperfect repair”, Microelectronics and Reliability, 31, 381-388
(1991).
[18] Mansooreh, M., Julia, P. E. and Uma, G., “ Multiple criteria buy versus lease analysis for government contracts,” IEEE Transactions on Engineering Management, 42(3), 278-287 (1995).
[19] Martin, H. H., “Contracting out maintenance and a plan for future research,” Journal of Quality in Maintenance, 3(2), 81-90 (1997).
[20] Murthy, D. N. P. and Nguyen, D. G., “Optimal age policy with Imperfect preventive maintenance”, IEE Transactions on Reliability, R-30, 80-81 (1981).
[21] Murthy, D. N. P., Jaturonnatee, J., and Boondiskulchok, R., “ Optimal preventive maintenance of leased equipment with corrective minimal repairs,” European Journal of Operational Research, 174, 201-215 (2006).
[22] Nakagawa, T., “A summary of periodic replacement with minimal repair at failure”, Journal of the Operational Research Society of Japan, 24(3), 213-227 (1981).
[23] Nakagawa, T., and Kowada, M., “Analysis of a system with minimal repair and its application to replacement policy”, European Journal of Operational Research 12, 176-182 (1983).
[24] Nakagawa, T., “Periodic and Sequential Preventive Maintenance Policies”, Journal of Applied Probability, R-23/2, pp.536-542, (1986).
[25] Nakagawa, T., “Sequential imperfect preventive maintenance policies”, IEEE Transactions on Reliability, 37(3), 295-298 (1988).
[26] Nguyen, D. G. and Murthy, D. N. P., “Optimal reliability allocation for products sold under warranty,” Engineering Optimization, 13, 35-45 (1988).
[27] Pham, H. and Wang, H., “Invited review-Imperfect Maintenance”, European Journal of Operational Research, 94, 425-438 (1996).
[28] Pongpech, J. and Murthy, D. N. P., “Optimal periodic preventive maintenance policy for leased equipment”, Reliability Engineering & System Safety, 91, 772-777 (2006).
[29] Seo, J. H. and Bai, D. S., “An optimal maintenance policy for a system under periodic overhaul”, Mathematical and Computer Modeling, 39, 373-380 (2004).
[30] Sheu, S. H., “Periodic replacement with minimal repair at failure and general random repair cost for a multi-unit system”, Microelectronics and Reliability, 31, 1019-1025 (1991).
[31] Wang, H. and Pham, H., “Optimal age-dependent preventive maintenance policies with imperfect maintenance”, International Journal of Reliability, Quality and Safety Engineering, 3, 119-135
(1996b).
[32] Yeh, R. H. and Lo, H. C., “Optimal preventive-maintenance warranty policy for repairable products,” European Journal of Operational Research, 134, 59-69 (2001).
[33] Yeh, R. H. and Chang, W. L., “Optimal threshold value of failure-rate for leased products with preventive maintenance actions”, Mathematical and Computer Modeling, 46, 730-737 (2007).

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