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研究生: 穆柏任
Mu, Po-Jen
論文名稱: 以多層次模型探討影響高齡機車騎士事故嚴重程度之因素
Applying multilevel analysis to investigate attributes affecting the injury severity of crashes on elderly motorcycle riders
指導教授: 陳勁甫
Chen, Ching-Fu
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: 2020
畢業學年度: 108
語文別: 英文
論文頁數: 70
中文關鍵詞: 高齡者機車事故事故嚴重程度多層次模式二元羅吉特道路安全
外文關鍵詞: elderly, motorcycle accidents, injury severity, multilevel model, binary logistics, road safety
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  • 在台灣,機車是重要的運具之一,但由於機車的特性,駕駛人在遇到碰撞事故時往往受到的傷害比起其他車種會更加嚴重。根據世界衛生組織(World Health Organization, WHO)統計,全球每年大約有135萬人死於交通事故,並且有超過一半的交通死亡事故發生在行人、自行車騎士以及機車騎士身上。
    依照國家發展委員會資料,台灣早於1993年時就以7.1%的65歲以上人口佔比成為高齡化社會,並於2018年時成為高齡社會。並且在全台灣60歲以上的高齡者持有駕照人數就有289萬人,比例接近20%,此等高比例讓高齡機車騎士的道路安全問題不可忽視。
    過去關於道路安全的研究方法大多忽視了事故資料中的層級結構,而多層次模式可以處理具有階層結構的資料,探討個體層級與區域層級之間的巢套關係,以此更加完善的估計解釋因子對事故嚴重程度的影響。
    本研究使用2012-2018共7年的交通事故原始資料檔,建立了多層次的二元羅吉特模式,並針對台灣20縣市的高齡機車騎士事故資料進行分析。最後分析結果發現,台灣的事故資料檔有必要以多層次模式進行分析,並且證明了兩段式左轉的重要性,未遵守兩段式左轉的高齡機車騎士較容易遇到死亡碰撞事故。另外,由人口密度、停車場密度和公共運輸市佔率通過主成份分析所得到的運輸設施發展指標也被證實會顯著影響高齡機車騎士的碰撞事故受傷嚴重程度。但與前人研究不一致的是區域層級變數中的高齡人口比例在本研究中並不會顯著影響是否死亡,證明了高齡人口比例可能並不是目前最需要急切處理的問題。

    In Taiwan, motorcycle is one of the important transportation modes. However, due to the characteristics of motorcycle, riders always suffer more injuries when they encounter crash accidents than other types of vehicles. According to statistics from the World Health Organization (WHO), approximately 1.35 million people die from traffic accidents worldwide each year, and more than half of traffic fatalities occur on pedestrians, motorcycle riders, and cyclists.
    Based on the National Development Council (NDC), Taiwan had become an aging society with a population of 7.1% over 65 years old as early as 1993, and it has become an aged society in 2018. It can be seen that elderly population of Taiwanese needs to be getting more seriously. And there are 2.89 million elderly citizens holding motorcycle licenses in Taiwan, accounting for 19.5% of the whole motorcycle license.
    In the past, the research methods on road safety mostly ignored the hierarchical structure in the accident data, and the multilevel model can handle the data with hierarchical structure, explore the nesting relationship between the individual - level and the area-level. In this way, we can more complete the model about how explanatory factors affect the severity of the injury.
    In this study, the raw data of traffic accidents for 7 years during 2012 to 2018 were used to establish a multilevel binary logistic model, and analyze the accident data of elderly motorcycle riders in 20 cities in Taiwan.
    The results found that the accident data in Taiwan needed to be analyzed in a multilevel model and proved the importance of two-stage left turn. Elderly motorcycle riders who did not follow the two-stage left turn were more likely to experience fatal crash accidents. In addition, the transport development index obtained from the population density, parking density, and public transportation market share through principal component analysis have also been shown to significantly affect the severity of the crash injury of elderly motorcycle riders. However, what is inconsistent with previous studies is that the proportion of the elderly population in the area - level does not significantly affect the injury severity in this study, proving that the proportion of the elderly population may not be the most urgent issue at present.

    Contents 摘要 i Abstract ii 致謝 iii Chapter 1 Introduction 1 1.1 Background 1 1.2 Motivation 5 1.3 Research objectives 7 1.4 Research subject 8 1.5 Research procedures 8 Chapter 2 Literature review 10 2.1 Review of factors affecting the accident 10 2.1.1 Driver factor 10 2.1.2 Vehicle factor 11 2.1.3 Road and environmental factors 11 2.1.4 Regional factors 12 2.2 Review of motorcycle crash accidents 17 2.3 Review of elderly motorcycle riders 24 2.4 Review of accident related research method 30 2.5 Summary of literature review 33 Chapter 3 Methodology 34 3.1 Multilevel structure 34 3.2 Hierarchical structure of crash accident in this research 36 3.3 Multilevel model 37 3.3.1 Model 1:Null Model 38 3.3.2 Model 2:Random coefficient model 39 3.3.3 Model 3:Intercept as Outcomes Model 40 3.3.4 Model 4:Intercept and Slopes as Outcomes Model 41 3.4 Variable definition 42 3.5 Model specification 46 Chapter 4 Results 51 4.1 Data descriptions 51 4.2 Individual–level 54 4.3 Area-level 57 Chapter 5 Conclusions and discussions 60 5.1 Conclusions 60 5.1.1 Area-level 60 5.1.2 Individual-level 61 5.2 Discussions 64 5.3 Limitations and future works 66 References 67

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