空间可达性分析的区域方法

IF 3.3 3区 地球科学 Q1 GEOGRAPHY
Alexander Michels, Jinwoo Park, Jeon-Young Kang, Shaowen Wang
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引用次数: 0

摘要

基于地点的空间可达性量化了获取商品和服务的空间分布。两步浮动集水区(2SFCA)方法系列已经成为空间可达性分析的默认工具,部分原因是它们的直观方法和可解释性。这一系列方法依赖于计算供水地点周围的集水区面积来估计可能利用它们的面积和人口。然而,这些“集水区”通常是由旅行时间的起点-目的地矩阵定义的,给我们点对点的距离,而不是实际面积的多边形。这意味着人口地理位置(人口普查区、街区等)被二元包含或排除,没有部分包含的空间。当使用非粒度数据时(由于数据隐私限制,通常会出现这种情况),这可能会在可访问性度量中导致重大错误。在本文中,我们提出了area 2SFCA:一种考虑旅行时间多边形和人口地理重叠区域的新方法。我们通过一个案例研究证明了Areal 2SFCA方法的有效性,该案例研究比较了美国伊利诺伊州使用多个人口粒度的增强两步浮动集水区(E2SFCA)和Areal E2SFCA。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

An Areal Approach to Spatial Accessibility Analysis

An Areal Approach to Spatial Accessibility Analysis

Place-based spatial accessibility quantifies the distribution of access to goods and services across space. The Two-Step Floating Catchment Area (2SFCA) family of methods have become a default tool for spatial accessibility analysis in part due to their intuitive approach and interpretability. This family of methods relies on calculating catchment areas around supply locations to estimate the area and population that may utilize them. However, these “catchment areas” are generally defined by origin-destination matrices of travel-time, giving us point-to-point distances and not polygons with actual area. This means that population geographies (census tracts, blocks, etc.) are binarily included or excluded, with no room for partial inclusion. When using nongranular data, which is often the case due to data privacy restrictions, this has the potential to cause significant errors in accessibility measurements. In this article, we propose Areal 2SFCA: a new approach that considers the area of overlap between travel-time polygons and population geographies. We demonstrate the effectiveness of the Areal 2SFCA method using a case study that compares the Enhanced Two-Step Floating Catchment Area (E2SFCA) and Areal E2SFCA for the state of Illinois in the USA using multiple population granularities.

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来源期刊
CiteScore
8.70
自引率
5.60%
发文量
40
期刊介绍: First in its specialty area and one of the most frequently cited publications in geography, Geographical Analysis has, since 1969, presented significant advances in geographical theory, model building, and quantitative methods to geographers and scholars in a wide spectrum of related fields. Traditionally, mathematical and nonmathematical articulations of geographical theory, and statements and discussions of the analytic paradigm are published in the journal. Spatial data analyses and spatial econometrics and statistics are strongly represented.
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