流动摊贩疏导区的实践效应和挑战 ——以广州市荔湾区源溪社区疏导区为例

通过观察、问卷调查、访谈等质性研究方法分析疏导区政策出台的社会背景,梳理政策的详细内容,并以广州市荔湾区源溪社区流动摊贩疏导区为例,分析了疏导区的实践效应及面临的挑战。研究表明：疏导区政策是政府根据历史经验、兼顾多方利益主体出台的治理流动摊贩的手段,为摊贩提供了进入门槛低的合法经营空间,重新塑造了流动摊贩的空间分布和社区商业体系,提升了摊贩的认同感,便于城管规范管理,满足了更大范围的消费需求,存在一定的正面效应;但因噪音污染、管理不善等问题,疏导区的设立阻碍了社区环境的提升。由于用地临时性的弊端和所在社区定位升级的发展需求,源溪疏导区被要求撤销。案例显示：由于疏导区占用公共空间和所涉不同群体的利益无法协调等问题,疏导区政策并未帮助摊贩实现从非正规经济到正规经济的转变。因此,城市管理者可通过建立第三方组织,为疏导区利益相关群体建立沟通机制,合理地进行疏导区的选址和管理。     

Designing efficient and balanced police patrol districts on an urban street network

In police planning, a territory is often divided into several patrol districts with balanced workloads, in order to repress crime and provide better police service. Conventionally, in this districting problem, there is insufficient consideration of the impacts of street networks. In this study, we propose a street-network police districting problem (SNPDP) that explicitly uses streets as basic underlying units. This model defines the workload as a combination of different attributes and seeks an efficient and balanced design of districts. We also develop an efficient heuristic to generate high-quality districting plans in an acceptable time. The capability of the algorithm is demonstrated in comparison to an exact linear programming solver on simulated datasets. The SNPDP model is successfully implemented and tested in a case study in London, and the generated police districts have different characteristics that are consistent with the crime risk and land use distribution. Besides, we demonstrate that SNPDP is superior to an aggregation grid-based model regarding the solution quality. This model has the potential to generate street-based districts with balanced workloads for other districting problems, such as school districting and health care districting.     

多平台点云数据的单木参数提取精度分析

以浙江省海宁市4种代表行道树(广玉兰、无患子、悬铃木、香樟树)为研究对象,结合无人机(UAV)影像和三维激光扫描数据,利用ContextCapture、LiDAR360软件完成点云拼接、滤波、降噪和编辑,通过迭代最近点算法实现点云精细匹配,完成多平台点云数据融合,进而得到数字表面模型与数字高程模型,并制作冠层高度模型;采用分水岭分割算法对不同行道树树种的冠层高度模型进行单木分割,并综合局部最大值法实现单木树高、冠幅的参数提取。结果表明,本文方法进行行道树单木分割的精度高,树高、冠幅参数提取值的效果好,满足行道树几何参数调查要求。     

Scalar Fluxes from Urban Street Canyons Part II: Model

A practical model is developed for the vertical flux of a scalar, such as heat, from an urban street canyon that accounts for variations of the flow and turbulence with canyon geometry. The model gives the magnitude and geometric dependence of the flux from each facet of the urban street canyon, and is shown to agree well with wind-tunnel measurements described in Part I. The geometric dependence of the flux from an urban street canyon is shown to be determined by two physical processes. Firstly, as the height-to-width ratio of the street canyon increases, so does the roughness length and displacement height of the surface. This increase leads to a reduction in the wind speed in the inertial sublayer above the street canyons. Since the speed of the circulations in the street are proportional to this inertial sublayer wind speed, the flux then reduces with the inertial sublayer wind speed. This process is dominant at low height-to-width ratios. Secondly, the character of the circulations within the street canyon also varies as the height-to-width ratio increases. The flow in the street is partitioned into a recirculation region and a ventilated region. When the street canyon has high height-to-width ratios the recirculation region occupies the whole street canyon and the wind speeds within the street are low. This tendency decreases the flux at high height-to-width ratios. These processes tend to reduce the flux density from the individual facets of the street canyon, when compared to the flux density from a horizontal surface of the same material. But the street canyon has an increased total surface area, which means that the total flux from the street canyon is larger than from a horizontal surface. The variations in scalar flux from an urban street canyon with geometry is over a factor of two, which means that the physical mechanisms responsible should be incorporated into energy balance models for urban areas.     

街道网矢量数据的渐进式表达与综合

基于平面欧几里得图和抽象胞腔复形理论,提出了街道网矢量数据的渐进式表达模型。引用抽象算子和还原算子定义了街道删除算子和街道还原算子,基于这些算子建立的街道网矢量数据的渐进式表达模型具有隐式的拓扑关系一致性。该模型表明,不同表达间的变化量的累积是有顺序的,生成这些变化量的变化算子的执行也是有顺序的。在渐进式表达模型的框架下,提出了基于有序综合树结构的街道网渐进式综合算法,将地图综合知识融入特定的数据结构,实现了街道网智能化综合。     

山地城市道路景观设计手法解析

阐述了山地城市关于护坡、商业街道的几种设计手法。     

Physical experiments to investigate the effects of street bottom heating and inflow turbulence on urban street-canyon flow

The effects of street bottom heating and inflow turbulence on urban street-canyon flow are experimentally investigated using a circulating water channel. Three experiments are carried out for a street canyon with a street aspect ratio of 1. Results from each experiment with bottom heating or inflow turbulence are compared with those without bottom heating and appreciable inflow turbulence. It is demonstrated that street bottom heating or inflow turbulence increases the intensity of the canyon vortex. A possible explanation on how street bottom heating or inflow turbulence intensifies the canyon vortex is given from a fluid dynamical viewpoint.     

绕流对称性破缺诱发柔细结构振动研究——以Tacoma大桥风振致毁事故为例

绕流对称性破缺往往对柔细结构产生很大的作用效应,诱发结构振动,严重影响其可靠性和安全性。基于圆柱平面绕流模型,系统分析了实际流体圆柱绕流纵向对称性破缺以及各种情况的横向对称性破缺现象。为了更加深入地理解理论分析的结果,利用Fluent软件对圆柱绕流模型进行了计算机模拟,详细分析了雷诺数为10、20、40、100、200、2000、20000时的绕流情况,结果显示,当雷诺数为200时,流场开始出现横向对称性破缺。在此基础上,以Tacoma大桥风振致毁事故为例,分情况探讨了旋涡同步交替脱落导致的桥面起伏性振动,以及旋涡异步交替脱落导致的桥面扭振。分析结果表明,绕流对称性破缺是诱发大桥振动破坏的直接原因。     

基于道路交叉点邻域扩张曲线的城市边界识别——以成都、西安、武汉、南京和长沙为例

城市边界识别是定性和定量研究城市的基础和前提,已有的关于城市边界提取的研究大都需要提前设定阈值或依赖人口统计数据。基于分形几何学,利用矢量建筑物分布数据识别城市边界,虽可克服这一缺陷,但国内城市边界的研究往往受阻于矢量建筑物分布数据获取困难。本文提出了一种基于道路交叉点的邻域扩张曲线作为识别城市边界的新方法。结果表明：该方法以电子地图为数据源,基于道路交叉点矢量数据进行研究时,城市集群数据随搜索半径增大而改变,城市扩张曲线中的最佳距离阈值是提取城市边界的关键;提取成都、西安、武汉、南京和长沙城市边界的最佳距离阈值分别为133、114、139、124和129 m,各城市的集群面积分别为769、350、270、317和359 km²。利用道路交叉点提取城市边界,方法简便可行,数据较易获得,本文结论有望为城市形态发展演变和城市规划等相关研究提供参考。     

粗糙床面风廓线统一对数区的空气动力学粗糙度及其空间变异特征

为了进一步理解粗糙床面阻力效应,减小空气动力学粗糙度测试中的不确定性,依据风沙风洞测试的3类粗糙元（细高粗糙元、孔隙粗糙元和粗矮粗糙元）覆盖的39个粗糙床面在不同自由风速下的风廓线数据,提出了风廓线统一对数区的概念并得出以下结论：粗糙床面风廓线统一对数区范围约在0.1～0.3 h至边界层顶部,空气动力学粗糙度是变应力层内床面对气流阻力效应的垂向平均;在统一对数区内拟合的空气动力学粗糙度的垂向变异分为先增后减型（概率为71%）、减小型（20%）和增加型（9%）等类型,而采用统一对数区的空气动力学粗糙度可以避免垂向变异带来的不确定性;统一对数区的无量纲空气动力学粗糙度随粗糙元密度以幂函数形式增加的特征,进一步表明该指标能更好地表征粗糙床面对气流阻力效应;尾涡流风廓线统一对数区的空气动力学粗糙度约为街流区1~5倍,表明街流区风廓线统一对数区的空气动力学粗糙度是模拟跃移起动更合适的参数。