| 研究生: |
柯國川 Ke, Guo-Chuan |
|---|---|
| 論文名稱: |
利用整數規劃法求解航管人員排班問題 Optimal ATCs Work Shifts with mixed Integer Programming |
| 指導教授: |
王大中
Wang, Ta-Chung |
| 學位類別: |
碩士 Master |
| 系所名稱: |
工學院 - 航空太空工程學系 Department of Aeronautics & Astronautics |
| 論文出版年: | 2010 |
| 畢業學年度: | 98 |
| 語文別: | 英文 |
| 論文頁數: | 47 |
| 中文關鍵詞: | 整數規劃 、變化曲線 、限制條件 |
| 外文關鍵詞: | ATC, scheduling, integer programming, fatigue |
| 相關次數: | 點閱:92 下載:7 |
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由於航空管制的任務需求,航管人員經常徹夜工作,再加上輪班、工作壓力、甚至過度勞累而造成疲勞大量累積的情形。相較於日、夜班,大夜班對於疲勞的增加是更為顯著的。雖然疲勞並非是造成飛安事故的唯一原因,但在參雜人為因素的意外事故中,疲勞仍是與人為錯誤息息相關的。為了降低飛安事故的發生率,有許多研究是針對降低疲勞以及減少飛航事故而進行的,而航空公司以及政府也對工作時數加以規範以避免過度疲勞的情形。除了針對工作時數之外,以一個適當的輪班班表來平均分攤工作負擔也是可以避免疲勞在某時間區段中激增的情形。
本篇的研究目標即為利用最佳化的方式,產生可平均分攤疲勞程度的輪班班表,以達到降低最大疲勞值的目標。首先是建立數學模型量化以及表示航管人員的疲勞程度與變化曲線。目標函數為盡可能降低航管人員的最大疲勞值。限制條件方面則考慮休假、人力需求及其他輪班規定,並使用整數規劃法對排班問題求解。利用實際班表作為例子,並比較排班前後的疲勞程度差異。
It is common for Air Traffic Controllers (ATCs) to control air traffic during the night and to experience fatigue because of long shifts, overwork and stress. It is obvious that fatigue will increase more during a night shift than during other shifts. Although fatigue is not the direct cause of aviation accidents, many accidents are fatigue-related. There have been many studies devoted to research about reducing fatigue and aviation accidents. Countries and companies regulate work hours to avoid extreme fatigue, but fatigue levels can be decreased still more by scheduling appropriate shifts, thus decreasing human error resulting from fatigue.
This thesis focuses on optimal work shift scheduling to reduce air traffic controller fatigue. We decrease the fatigue peak by changing shifts. First, a mathematical model is established to fit fatigue curves and to represent fatigue levels. The objective function is to reduce the fatigue peak produced by work shifts as much as possible. Various constraints, such as holidays, manpower requirements, and company and government rules are considered. The optimization problem is solved using mixed-integer programming, in which the shift assignments are described by 0-1 variables. We take a sample ATC schedule and draw conclusions by comparing our results with the original fatigue levels.
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