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A transport model for the evolution of urban systems

机译:城市系统演化的运输模型

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When comparing an urban system to an elasto-plastic lattice, an analogy to the solid state of matter can be exploited using the concepts of the band theory similarly. Thereafter, the population dynamics - in a region of certain stability in the state space and within appropriate energy bands - can be described in terms of Cellular Automata, with two mobile agents or pseudo particles: the inhabitant (representative of an average individual) and the recurson (representative of its multidimensional resources). As in the solid state, transition rules take the form of two coupled transport equations, comprising the terms equivalent to the generation-recombination and circulation processes. The first process can be compared to a predator-prey growth model, typical of Ecology; whereas the circulation process - composed of a drift component and a diffusion component - should be compared to the concentration-sprawl demographic balance seen in urban occupation and dynamics. Thus, it needs to be defined and determined an urban potential function, an equivalent population charge, mobility and diffusion parameters, as well as net growth factors. This analogy, discussed within the context of a case study for Great Mendoza, plausibly explains the varied growth rates of the political departments, as well as the principal urban trends for spatial occupation.
机译:将城市系统与弹塑性晶格进行比较时,可以类似地使用能带理论的概念来开发类似于物质固态的模拟。此后,可以根据细胞自动机,用两种移动媒介或伪粒子描述种群动态-在状态空间中处于一定稳定性的区域内,并在适当的能带内-居住者(代表一个普通个体)和recurson(代表其多维资源)。与固态一样,跃迁规则采用两个耦合的输运方程式的形式,包括与生成-重组和循环过程等价的术语。可以将第一个过程与生态学中典型的捕食者-猎物增长模型进行比较;而由漂移分量和扩散分量组成的循环过程,应该与城市占领和动态中的集中度人口统计学平衡进行比较。因此,需要定义和确定城市潜力函数,等效人口费用,迁移率和扩散参数以及净增长因子。在大门多萨(Great Mendoza)案例研究的背景下讨论的这种类比,有可能解释了政治部门的增长率变化以及空间占领的主要城市趋势。

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