|
|
FoAR 高密度城区口袋公园建设潜力评估与实施策略——以大连市为例 |
|
论文标题:Potential evaluation and implementation strategy for pocket park construction in high-density urban areas: A case study in Dalian, China
期刊:Frontiers of Architectural Research
作者:Jing Dong, Ruonan Guo, Fei Guo, Jun Cai
发表时间:April 2024
DOI: https://doi.org/10.1016/j.foar.2023.12.007
微信链接:点击此处阅读微信文章
![](/upload/paper/images/2024/6/202461208472950.jpg)
FoAR是由高等教育出版社和东南大学建筑学院联合主办的全英文学术期刊
建筑学 / 城乡规划 / 风景园林
本刊已被 A&HCI / CSCD / Scopus / DOAJ / CSTPCD 收录
![](/upload/paper/images/2024/6/202461209191680.jpg)
01 论 文 题 目
Manuscript Title
Potential evaluation and implementation strategy for pocket park construction in high-density urban areas: A case study in Dalian, China
高密度城区口袋公园建设潜力评估与实施策略——以大连市为例
02 作 者
Authors
Jing Dong, Ruonan Guo, Fei Guo*, Jun Cai
School of Architecture and Fine Art, Dalian University of Technology, Dalian 116024, China
03 论 文 摘 要
Abstract
As an important element of urban renewal in highly urbanized areas, pocket parks with small size, flexible layout and daily accessibility are becoming a major component of green infrastructure and the mainstay of outdoor recreation space expansion in high-density urban centers. Nevertheless, the absence of a comprehensive framework for evaluating the potential of pocket park construction (PPC), one that integrates diverse influencing factors on a macro scale, has resulted in the random installation of such spaces, often failing to optimize the utilization of urban land. Addressing this critical lacuna, we propose an approach to evaluate PPC potential from a city-scale perspective, which is used to support the determination of which land units should be prioritized for PPC. A complete and feasible workflow was also established to identify potential land units, construct an index system for PPC combining demand and supply levels, quantitatively calculate indices based on remote sensing (RS) and geographic information system (GIS), accurately evaluate PPC potential using an entropy-weighted TOPSIS model, and develop targeted renewal strategies. A case study in Dalian, China, demonstrated the applicability and implications of the workflow. The results showed that it is flexible and easy to adapt to different local contexts, allowing evaluators to introduce parameters considering the availability of local data, and will help decision makers to build pocket parks in the most effective plots, providing a strong reference for high-quality development in other high-density urban centers facing the contradiction between ecological construction and land scarcity.
作为高度城市化地区城市微更新的重要内容,面积小、布局灵活、日常可达的口袋公园正逐渐成为高密度城市中心区绿色基础设施的主要组成部分和户外游憩空间拓展主体。然而目前对于城市口袋公园的空间规划问题研究尚不多见,由于缺乏从宏观尺度综合衡量不同影响因素的潜力评估框架,导致口袋公园随机建设,没有最大化城市土地价值。为了解决这个问题,我们从宏观尺度提出了一种评估城市口袋公园建设潜力的方法,用于支持确定哪些用地单元应被优先考虑建设口袋公园。还建立了一个完整可行的工作流程,以结合需求和供给层面构建口袋公园建设潜力评估指标体系,基于RS、GIS等方法定量计算指标,采用熵权TOPSIS模型开展潜力分级评估,从而得出用地单元的更新改造优先权,分类提出针对性更新策略。在中国大连一个典型的高密度城市中心区进行的案例研究证明了该工作流程的适用性和意义。结果表明,该方法很容易适应不同的当地环境,允许评估人员考虑当地数据的可用性确定相关参数,将帮助决策者在最有效的地块建设口袋公园,为面临生态建设与土地资源紧缺矛盾突出的其他高密度城市中心区的高质量发展提供了有力的参考。
04 关 键 词
Keywords
Pocket park / 口袋公园
Potential evaluation / 潜力评估
Urban renewal / 城市更新
High-density urban areas / 高密度城区
05 章 节 标 题
Sections Title
1. Introduction / 引言
2. Study area / 研究区域
3. Methodology / 研究方法
3.1. Data sources / 数据来源
3.2. Identification of potential land units / 潜在用地单元界定
3.3. Construction and calculation of index system / 指标体系构建量化
3.3.1. Factors affecting pocket park construction / 口袋公园建设影响因素
3.3.2. Construction of index system / 指标体系构建
3.3.3. Quantitative calculation of indices / 指标定量计算
3.4. Evaluation of PPC potential / 口袋公园建设潜力评估
3.4.1. Weight determination based on entropy weight method / 基于熵权法的权重确定
3.4.2. Potential evaluation based on TOPSIS / 基于TOPSIS的潜力计算
4. Results / 结果
4.1. Quantitative results of PPC potential indices / 口袋公园建设潜力指标量化
4.2. The potential evaluation and analysis of PPC / 口袋公园建设潜力评估分级
4.3. The implementation strategies of urban pocket parks / 城市口袋公园实施策略分析
4.3.1. Time-series strategies: implementation sequence based on potential evaluation / 时序策略:基于潜力分级的实施顺序制定
4.3.2. Spatial strategies: spatial design strategies for combining subjective and objective aspects / 空间战略:主客观结合的空间设计策略
5. Discussion / 讨论
5.1. Methods of PPC potential evaluation / 口袋公园建设潜力评估方法
5.2. Directions for future research / 未来研究方向
6. Conclusion / 结论
06 主 要 插 图
Illustrations
![](/upload/paper/images/2024/6/2024612012284660.jpg)
▲ 图一:研究区土地利用图。 © 本文作者
![](/upload/paper/images/2024/6/2024612012498090.jpg)
▲ 图二:研究方法的技术流程。 © 本文作者
![](/upload/paper/images/2024/6/2024612013164960.jpg)
▲ 图三:城市口袋公园建设潜力指标量化。 © 本文作者
![](/upload/paper/images/2024/6/2024612013385590.jpg)
▲ 图四:城市口袋公园建设潜力分级。 © 本文作者
![](/upload/paper/images/2024/6/202461201457620.jpg)
▲ 图五:城市口袋公园建设潜力街道统计图。 © 本文作者
![](/upload/paper/images/2024/6/2024612014328250.jpg)
▲ 图六:本文的总体思路。 © 本文作者
07 作 者 介 绍
Authors’ Information
![](data:image/png;base64,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)
Jing Dong
Associate Professor
School of Architecture and Fine Art
Dalian University of Technology, China
Her research interests include ecological city planning, urban renewal, and resilient cities. To date, she has published over 30 papers, including 18 as the first/corresponding author in leading journals both at home and abroad in the fields of urban planning and ecology. She has led five projects, such as those funded by the National Natural Science Foundation of China, the China Postdoctoral Science Foundation, and provincial-level social science planning funds. Her accolades include a second prize for national excellence in urban and rural planning and design, a third prize for outstanding achievements in social sciences at the provincial and ministerial level, a first prize for excellence in urban and rural planning and design, and another third prize for the same category.
![](data:image/png;base64,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)
Ruonan Guo
Ph.D. Student
School of Architecture and Fine Art
Dalian University of Technology, China
As a second-year doctoral student, she is dedicated to exploring fields such as ecological urban planning, urban renewal, resilient cities, and urban thermal environments, aiming to make innovative contributions to sustainable urban development.
![](data:image/png;base64,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)
Fei Guo
Professor
School ofArchitecture and Fine Art
Dalian University of Technology, China
With a sustained focus on urban Design, urban climate, urban remote sensing, urban ventilation simulation, outdoor thermal comforts. As PI or Co-PI, Dr. Guo has been involved in 27 research projects receiving a total of ~RMB 3 millions from China research funding institutions (e.g. NFC, MOST and MOE) and enterprises since 2008. He has authored and co-authored more than 100 papers and book chapters. Published papers in academic journals: more than 15 English papers and more than 80 Chinese papers.
![](data:image/png;base64,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)
Jun Cai
Professor
School of Architecture and Fine Art
Dalian University of Technology, China
Professor at the School of Architecture and Fine Art, Dalian University of Technology, Dalian, China. His research interests include urban and rural transportation planning and land use planning. He has led three National Natural Science Foundation of China projects, published three academic monographs, and directed numerous projects.
08 原 文 阅 读
Download Link
![](/upload/paper/images/2024/6/2024612017243240.jpg)
长按上方二维码|浏览本期精彩论文
▼ 点击下方词条 | 往期精彩不容错过
#期刊快讯#系列
1/ 主编王建国院士团队荣获国家科技进步奖一等奖
2/ FoAR|2021年度报告,2022新年快乐!
3/ FoAR|2022年度报告,2023新年快乐!
4/ FoAR|2023年度报告,2024新年快乐!
5/ 最新|FoAR 2022 CiteScore 指数上升为4.7
6/ 2022年度JCR发布|FoAR 首获影响因子 3.5,位列建筑领域期刊第一
7/ 最新|FoAR 被中国科技论文与引文数据库(CSTPCD)收录
8/ 最新|FoAR 再次入选中国国际影响力优秀学术期刊
9/ 最新|FoAR 荣获科爱十大优秀期刊奖
10/ 最新|FoAR进入2023年中国科学院分区表1区
#新刊上线#系列
2024年第一期
2024年第二期
#FoAR投稿指南#系列
1/ 投稿流程
2/ Guide for Author中文版
3/ 审稿流程及发表流程
4/ 如何提交修改稿
5/ 录用文章出版流程
#期刊知识科普#系列
1/ SCI之父尤金·加菲尔德的传奇人生
2/ 国际核心期刊数据库大解析
3/ 手把手教你如何使用最强工具Web of Science
4/ 如何发现一本好期刊
5/ 国内核心期刊有哪些
6/ 版面费与期刊影响力
#精彩文章#系列精选
01/ 城市设计实践发展的多元维度——基于UAL的案例研究
02/ 从智慧城市到共情城市
03/ 传统阿拉伯伊斯兰城市居住区形态学:以传统城市大马士革为例
04/ 建筑遗产预防性保护的意大利视角
05/ 生物与建筑:将科学知识与设计实践相结合的六家法国建筑事务所项目案例研究
06/ 颇具争议的渐进式改造:Elemental建筑事务所金塔蒙罗伊公屋居住区项目的15年
07/ 联合眼动实验和SD法的传统商业街区视觉效果感知评价
08/ 历史的层次:古城堡遗迹中的新建筑改造
09/ 通过空间句法检验帕拉第奥别墅平面中的控制性、中心性和灵活性
10/ 自1931年柯布西耶的Salubra色卡问世后其建筑色彩的偏好:一种跨文化的分析
11/ 建筑师身份的描绘:1920年代末的中国美术建筑师——刘既漂
12/ 探索暴露于风影响下织物的表达与功能
13/ 绿色屋顶能否在地中海气候条件下显著节约能源?基于不同案例的批判性评估
14/ 芬兰近期落成的原木建筑的建构及建筑品质:相关建筑师的解读
15/ 新加坡高校教室光环境品质研究
《前沿》系列英文学术期刊
由教育部主管、高等教育出版社主办的《前沿》(Frontiers)系列英文学术期刊,于2006年正式创刊,以网络版和印刷版向全球发行。系列期刊包括基础科学、生命科学、工程技术和人文社会科学四个主题,是我国覆盖学科最广泛的英文学术期刊群,其中12种被SCI收录,其他也被A&HCI、Ei、MEDLINE或相应学科国际权威检索系统收录,具有一定的国际学术影响力。系列期刊采用在线优先出版方式,保证文章以最快速度发表。
中国学术前沿期刊网
http://journal.hep.com.cn
![](/upload/paper/images/2024/6/202463144217150.png)
特别声明:本文转载仅仅是出于传播信息的需要,并不意味着代表本网站观点或证实其内容的真实性;如其他媒体、网站或个人从本网站转载使用,须保留本网站注明的“来源”,并自负版权等法律责任;作者如果不希望被转载或者联系转载稿费等事宜,请与我们接洽。