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Application of fractal geometry in urban pattern design

机译:分形几何在城市格局设计中的应用

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Fractal geometry studies the structures characterized by the repetition of the same principles of element distribution on multiple levels of observation, which is recognized in the case of cities. Since the holistic approach to planning involves the introduction of new processes and procedures regarding the consideration of all relevant factors that can influence the choice of urban pattern solutions, we point to the awareness of the importance of fractality in natural and built environment for human well-being. In this paper, we have reminded of the fractality of urban environment as a quality of an urban area and pointed on the disadvantages of conventional planning concepts, which do not consider pattern fractality as criterion for environmental improvement. After a brief review of the basis of fractal theory and the review of previous studies, we have presented previously known and suggested new possibilities for the application of fractal geometry in urban pattern design.
机译:分形几何学研究的结构特征是,在多个观测水平上重复相同的元素分布原理,这在城市中是公认的。由于整体规划方法涉及考虑可能影响城市模式解决方案选择的所有相关因素,因此引入了新的流程和程序,因此,我们指出了自然和建筑环境中分形对于人类健康的重要性的认识,存在。在本文中,我们提醒了城市环境的分形性是指城市的质量,并指出了常规规划概念的弊端,这些概念没有将模式分形性视为改善环境的标准。在对分形理论的基础进行简要回顾并回顾了先前的研究之后,我们介绍了先前已知的并提出了将分形几何学应用于城市模式设计的新可能性。

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