基于几何和视觉复杂性分析火车站的建筑风格:京穆铁路辽宁客站和北京站案例研究

IF 0.7 4区 工程技术 0 ARCHITECTURE
Lina Zhang, Zhipeng Duan, Fuying Liu, Qingxuan Zhang
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引用次数: 0

摘要

辽宁客站和北京火车站是京穆铁路沿线的重要建筑遗产。它们的建筑风格不仅体现了其文化价值,也是其载体。本研究探讨了这两个车站的建筑风格与其几何特征之间的关系,以揭示其风格的起源和基本原理,从而为其保护和改造做出贡献。通过分析其几何系统、平面和立面的顺序以及立面的视觉复杂性,本研究提供了宝贵的见解。这些车站的古典特质通过使用具有相当分形维度的几何比例系统得以体现,在不同尺度上显示出连续性。相反,它们的现代性和民族风格则体现在错综复杂的立面元素上,不同立面层的分形维度各不相同。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Analyzing the Architectural Style of Railway Stations Based on Geometry and Visual Complexity: Case Studies of Liaoning Terminal and Beijing Railway Station on the Peking–Mukden Railway

Analyzing the Architectural Style of Railway Stations Based on Geometry and Visual Complexity: Case Studies of Liaoning Terminal and Beijing Railway Station on the Peking–Mukden Railway

Liaoning terminal and Beijing railway station are significant architectural heritage sites along the Peking–Mukden Railway. Their architectural styles do not only embody their cultural value but also serve as their carriers. This study explores the relationship between the architectural styles of these two stations and their geometric characteristics to uncover the origins and underlying principles of their styles, thereby contributing to their preservation and renovation. By analyzing the geometric systems, order of plans and elevations, and the visual complexity of their elevations, the study provides valuable insights. The classical attributes of these stations are manifested through the use of geometric proportion systems with a considerable fractal dimension, demonstrating continuity across different scales. Conversely, their modernity and national style are reflected in the intricate elevation elements, which exhibit varying fractal dimensions across different elevation layers.

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来源期刊
Nexus Network Journal
Nexus Network Journal HISTORY & PHILOSOPHY OF SCIENCE-
CiteScore
1.10
自引率
20.00%
发文量
53
审稿时长
>12 weeks
期刊介绍: Founded in 1999, the Nexus Network Journal (NNJ) is a peer-reviewed journal for researchers, professionals and students engaged in the study of the application of mathematical principles to architectural design. Its goal is to present the broadest possible consideration of all aspects of the relationships between architecture and mathematics, including landscape architecture and urban design.
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