拓扑特征的建筑产品الخصائصالطوبولوجیةللنتاجالمعماری

A. Rashid, Abdullah Almaamoori
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引用次数: 0

摘要

拓扑结构,属性,灵活性,流动性,集成。拓扑学或空间科学是现代数学的一个分支,它在现代数字时代开始过度发展,为更多的创造力和结构设计和实施能力提供空间,给建筑等各种认知科学蒙上了阴影。然而,这个概念的特点在建筑界和以前的研究中仍然是不常见的,这些研究都是在零碎和独立的概念中处理它的。因此,研究的问题是“当代建筑产品拓扑特征知识的模糊性”。本研究试图对以柔性、流动性和整体性为代表的拓扑特征形成一个全面的理论框架。这些特征是由有影响力的拓扑理论和先前处理这一概念的研究产生的,如适应理论、结理论和对称理论。它的概念和词汇帮助建立了当代建筑产品的形成结构,然后将其应用到选定的样本中。它产生了一个知识库,使设计师能够获得更多的创造力,独特性和灵感,这取决于描述分析
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Topological Characteristics of an Architectural Product الخصائص الطوبولوجیة للنتاج المعماری
Topological architecture, properties, flexibility, fluidity, integration. Topology or spatial science is one of the branches of modern mathematics that cast a shadow over various cognitive sciences, including architecture, as it began to overgrow in the contemporary digital age to make room for more creativity and structural design and implementation capabilities. Yet, the characteristics of this concept are still uncommon in the architectural community and the previous studies that dealt with it in fragmentary and separate concepts. Accordingly, the research problem is “the ambiguity of knowledge about the topological characteristics of contemporary architectural products.” The research seeks to form a comprehensive theoretical framework on the topological characteristics represented by flexibility, fluidity and integration. These characteristics were generated by influential topological theories and previous studies that dealt with this concept, such as adaptation theory, knot theory and symmetry theory. Its concepts and vocabulary helped establish a formative structure in contemporary architectural products and then applied this to the selected samples. It resulted in a knowledge base that allows designers to gain more creativity, uniqueness and inspiration, depending on the descriptive-analytical
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