| 研究生: |
許晉嘉 Hus, Chin-Chia |
|---|---|
| 論文名稱: |
宅配業貨物配送路線規劃問題之研究 The Vehicle Routing Problem for Home Delivery |
| 指導教授: |
陳春益
Chen, Chuen-Yih |
| 學位類別: |
碩士 Master |
| 系所名稱: |
管理學院 - 交通管理科學系 Department of Transportation and Communication Management Science |
| 論文出版年: | 2003 |
| 畢業學年度: | 91 |
| 語文別: | 中文 |
| 論文頁數: | 107 |
| 中文關鍵詞: | 宅配 、考量回題車利用之動態收送貨旅行銷售員問題 |
| 外文關鍵詞: | Home Delivery, Pickup-Delivery Dynamic TSP with Backhauls |
| 相關次數: | 點閱:98 下載:3 |
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近幾年來,國內宅配市場日趨受到重視,如何在這競爭激烈的新興宅配市場中,有效降低營運成本以維持本身競爭優勢為一重要課題。本研究主要是針對宅配業之車輛路線規劃問題進行探討,期能藉由有效的配送路線規劃,協助國內宅配業進行貨物配送作業。經實地訪查了解,此路線規劃問題之特性包括單一性、順序性、動態性、以及收送性,故本研究將此問題稱為考量回頭車利用之動態收送貨旅行銷售員問題。據此,本研究將依動態需求出現與否,分別構建先期路線規劃模式與即時路線規劃模式,但對較大型之路線規劃問題,較不易利用數學模式進行求解,故本研究將再研提一啟發法,以利於處理實務上中、大型問題。
本研究所提出之啟發式解法可分為兩部份,就未考量動態需求,依操作可分為路線構建、改善、合併、插入及兩次改善等六個步驟;而動態需求出現時,依運輸成本及服務水準之不同考量因素,提出三種求解策略。此外,本研究依問題特性,據以設計測試題目並進行求解分析,經求解結果顯示,本研究所研提求解方法除確實能有效求解中、大型問題外,面對不確定需求產生,亦能依不同決策合理反應,故進一步進行實例研究,並與現況之規劃結果進行比較分析,經求解實例之結果顯示,本研究之路線規劃結果將較現況路線之總行駛距離節省約五分之一,本研究成果應可作為後續研究與相關業者之參考。
Recently, more attention is being focused on the business of home delivery service. How to minimizing transportation costs is an important issue in this business. The research makes an attempt to study how the sale drivers find optimal routes to pick up and deliver packets each day. Essentially, this problem for each sale driver is a Traveling Salesman Problem, consisting of four aspects: single-vehicle, ordered cluster, dynamic and pickup-delivery. We define it as a Pickup-Delivery Dynamic Traveling Salesman Problem with Backhauls (PDDTSPB). In order to deal with the dynamic aspect in the PDDTSPB we formulate a pre-event routing model and a real-time routing model for it. Furthermore, heuristic algorithms are developed for these two models, respectively.
The computation results of test problems show that the heuristic algorithms can efficiently solve the PDDTSPB. Moreover, a real-world case is also tested with these heuristic algorithms. It is showed that a near-optimal route, with 20% savings from the real-world data, can be obtained. It is hoped that the heuristic algorithms can help sale drivers in the home delivery industry to solve their PDDTSPB.
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