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研究生:陳彥臻
研究生(外文):Yen-chen chen
論文名稱:顏色時間派翠網路應用於無人搬運車系統最短旅行時間及避免鎖死之路徑規劃
論文名稱(外文):A Coloured Timed Petri Net approach for shortest traveling time and deadlock avoidance of AGV systems
指導教授:呂明山
指導教授(外文):Ming-Shan Lu
學位類別:碩士
校院名稱:國立雲林科技大學
系所名稱:工業工程與管理研究所碩士班
學門:工程學門
學類:工業工程學類
論文種類:學術論文
論文出版年:2011
畢業學年度:99
語文別:中文
論文頁數:111
中文關鍵詞:最短旅行時間無人搬運車鎖死顏色時間派翠網路最佳優先搜尋法則
外文關鍵詞:shortest traveling timedeadlockAGVColorured Timed Petri NetsBest-First search
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現今自動化物料搬運系統的應用層面廣泛,從倉儲、裝配中心、傳統製造工業到半導體晶圓廠,其中以無人搬運車(Automated Guided Vehicle, AGV)最具有彈性及較多人採用。無人搬運車系統設計時必須考慮一些管理問題,避免資源衝突與鎖死情形的發生,以及在最短時間內完成搬運的工作。當無人搬運車系統發生鎖死現象時可能造成整個系統癱瘓或變成阻塞,降低整個系統的生產效能。因此,本研究針對已知環境佈置及各台搬運車需求的情況下,探討以雙向單軌網路式路徑佈置,無人搬運車避免鎖死的最短旅行時間路徑規劃的問題。本研究方法以顏色時間派翠網路模型描述無人搬運車動態行為,用以分析無人搬運車的鎖死問題和避免法則,最後依據顏色時間派翠網路模式,在考慮同步的派遣下,規劃避免鎖死及最短搬運時間的派遣順序,研究中提出以最佳優先路徑搜尋法則,搜尋出無人搬運車的派遣順序,並評估此派遣順序的績效。
The automated guided vehicle (AGV) system is the most flexible material handling system. AGV system design must consider some management issues to avoid resource conflicts and deadlock situations from occuring, and to process material handling in the shortest time to complete the work. When AGV system deadlock occurs, the system may cause paralysis or blockage, and reduce the overall system productivity. In this research, based on the given layout and job requirements of a bidirectional AGV system, we investigated a deadlock-free system and the shortest travel time path. First, the AGV coloured timed petri net (ACTPN) model is established and is used to describe the dynamic behavior of AGVs to analyze the conditions of deadlock and establish the deadlock avoidance policies. Then, according to the deadlock avoidance policies and consider synchronous mode of operation, the Best-First search (BFS) rule is introduced to find the dispatching sequences for AGVs.
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 研究背景與動機 1
1.2研究範圍與目的 3
1.3研究流程 4
第二章、文獻探討 6
2.1 AGV系統 6
2.1.1 AGV路徑設計與佈置 7
2.1.2AGV系統交通控制的問題 12
2.2派翠網路 17
2.2.1派翠網路的圖形結構 17
2.2.2派翠網路的定義 18
2.2.3派翠網路的特性與分析 19
2.2.4派翠網路的應用 22
2.2.5派翠網路應用於AGV系統鎖死的相關研究 25
2.3 搜尋策略 32
第三章、研究方法 33
3.1問題描述及基本假設 36
3.2產生AGV最短路徑 37
3.3建立ACTPN模型 38
3.3.1 ACTPN的符號定義及行為描述 39
3.3.2ACTPN的建構 42
3.4避免鎖死的策略 44
3.4.1 ACTPN初始鎖死的解決 44
3.4.2 ACTPN環狀鎖死的解決 46
3.4.3 ACTPN循環鎖死的解決 48
3.4.4 ACTPN最終站鎖死的解決 49
3.5路徑搜尋流程 50
3.6派翠網路模擬驗證 62
第四章、實例驗證 63
4.1 範例 63
4.1.1 產生AGV最短路徑 64
4.1.2 ACTPN的建模 66
4.1.3 ACTPN的鎖死分析 67
4.1.4 最短旅行時間與避免鎖死的路徑求解 72
4.1.5 路徑與鎖死的驗證 81
4.1.6 績效評估 94
第五章、結論與建議 95
參考文獻 97
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