论文标题

计划在大流行城市的可持续开放街道

Planning for sustainable Open Streets in pandemic cities

论文作者

Rhoads, Daniel, Solé-Ribalta, Albert, González, Marta C., Borge-Holthoefer, Javier

论文摘要

在大流行之后,城市人行道不足以遵守社会距离的距离在学院中仍然没有被束缚。除了孤立的努力(从人行道的宽度到无汽车的开放街道)外,还需要大规模和定量的策略来应对COVID-19在使用公共空间时面临的挑战。主要障碍是全球人行道基础设施上普遍缺乏公开可用的数据,因此,城市政府尚未从将城市人行道视为网络的复杂系统方法中受益。在这里,我们利用来自三大洲十个城市的人行道几何形状,首先分析人行道和路基几何形状,发现城市最常出现公共空间的傲慢分布:对行人的不平衡和不公平。然后,我们将这些几何形状连接起来,建立一个人行道网络 - 种族 - 但对道路网络无法同化,因此在城市科学中如此肥沃。在不干预的情况下,我们应用渗透理论来检查城市的人行道基础设施是否可以承受在我们街上施加的紧密大流行社会疏远。由于考虑到城市人行道和道路网络之间的相互依存关系,人行道网络通常在三米以下的宽度崩溃,要求采取谨慎的策略,因为行人的任何改进都以汽车运输为代价。取得了显着的成功,我们提出了一种共享的启发式术语,该启发式方法延迟了人行道连接的分解,同时保留了道路网络的功能。

In the wake of the pandemic, the inadequacy of urban sidewalks to comply with social distancing remains untackled in academy. Beyond isolated efforts (from sidewalk widenings to car-free Open Streets), there is a need for a large-scale and quantitative strategy for cities to handle the challenges that COVID-19 poses in the use of public space. The main obstacle is a generalized lack of publicly available data on sidewalk infrastructure worldwide, and thus city governments have not yet benefited from a complex systems approach of treating urban sidewalks as networks. Here, we leverage sidewalk geometries from ten cities in three continents, to first analyze sidewalk and roadbed geometries, and find that cities most often present an arrogant distribution of public space: imbalanced and unfair with respect to pedestrians. Then, we connect these geometries to build a sidewalk network --adjacent, but not assimilable to road networks, so fertile in urban science. In a no-intervention scenario, we apply percolation theory to examine whether the sidewalk infrastructure in cities can withstand the tight pandemic social distancing imposed on our streets. The resulting collapse of sidewalk networks, often at widths below three meters, calls for a cautious strategy, taking into account the interdependencies between a city's sidewalk and road networks, as any improvement for pedestrians comes at a cost for motor transport. With notable success, we propose a shared-effort heuristic that delays the sidewalk connectivity breakdown, while preserving the road network's functionality.

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