研究生: |
洪瑾姸 Chin-Yen Hung |
---|---|
論文名稱: |
同心摺雙曲拋物面之建築設計應用 The Concentric Pleated Hyperbolic Paraboloid Surface in Architecture Design |
指導教授: |
施宣光
Shen-Guan Shih |
口試委員: |
彭雲宏
Yeng-Horng Perng 蔡欣君 Shin-Jyun Tsaih 陳彥睿 Yen-Jui Chen |
學位類別: |
碩士 Master |
系所名稱: |
設計學院 - 建築系 Department of Architecture |
論文出版年: | 2021 |
畢業學年度: | 109 |
語文別: | 中文 |
論文頁數: | 72 |
中文關鍵詞: | 摺紙 、雙曲拋物面 、曲面建築 、建築設計應用 |
外文關鍵詞: | Folding, Hyperbolic Paraboloid, Curved Surface Construction, Architectural Design |
相關次數: | 點閱:184 下載:0 |
分享至: |
查詢本校圖書館目錄 查詢臺灣博碩士論文知識加值系統 勘誤回報 |
隨著數位技術的不斷提升,電腦輔助軟體在許多設計產業中不再只是工具而是進一步地成為設計思維思考的過程與呈現設計概念、成果施作方式的媒材。面對逐漸成為現今建築趨勢的曲面造型元素,本研究嘗試運用「同心摺雙曲拋物面」來模擬,藉由重複的手法,將單一尺寸的單元經由適當的排列與設計,發展出更多的可能性。
本研究希望利用摺紙的方式來形成雙曲拋物面,首先通過文獻探討了解其特性,並參考相關案例分析,透過電腦軟體模擬摺紙構造,產出單一且具重複性的模板,經由拼接設計進而產出不一樣的曲面效果或不同尺度的建築造型及設施,並採用簡單的手作模型進行初步的試驗。
最後經由實際操作設計檢討其於未來的發展性,得出結果為同心摺雙曲拋物面具有單一性、可預鑄性…等特性,將其運用在設計上,藉由現有的電腦模擬軟體,可快速預視模型外,亦可透過視覺模擬來重新描繪空間,使設計者有更多發揮的空間。本研究無進行建築尺度的實際操作,仍需在往後的研究中做進一步驗證,但就同心摺雙曲拋物面運用在空間設計上的豐富度、變化性及可行性,其未來的發展潛力將無可限量。
With the rapid progress of the digital technology in modern society, computer-aided software is no longer a mere tool in the design industry. Instead, it serves as a sophisticated process in realizing the design solutions and approaches and as a medium used to present the design concept and the construction method. Facing the uprising of arc surface molding element which has been gradually regarded as the trend in the construction industry, the “concentric pleated hyperbolic paraboloid” is employed for carrying out the simulation during the research process. With the repetitive approach, diversified possibilities can be developed for the single-sized unit through appropriate permutation and design.
To conduct the research, the “paper folding” approach will be employed to develop the hyperbolic paraboloid. As a first step, we will look deeper into its characteristics through the available literatures while referencing the analysis result of sample cases. The computer software is also used to simulate the “paper folding” construction in order to develop a single-sized template that can be used repeatedly. Through the jointing approach, it is hoped that the architectural molding and facilities designed with specific arc surface effect or dimensions will be presented. In the meantime, the simple-structured hand-made model is also used to carry out the initial test.
As a final step, future development is also reviewed through practical operation and design. The result indicated that the concentric pleated hyperbolic paraboloid is able to exhibit the desired characteristics such as the individuality and precasting feasibility. By applying in the design, it allows the designer to preview the model quickly through the installed computer simulation software on the one hand and on the other, the designer can also redraft the space through visual simulation in order to explore a broader design space. In spite the architectural dimension design is not executed in this research, it should be verified in the research later on. With the availability, changeability and feasibility in interior design, limitless development potential can be envisaged for the concentric pleated hyperbolic paraboloid.
[1]黃恬舒 ( 2018 )。從平面到立體之摺紙結構的創新設計—以Miura-ori為研究對象。明志科技大學
視覺傳達設計系碩士班碩士論文,新北市。
[2]楊雪妍 ( 2020 )。曲面建築皮層的折紙構法。國立臺灣科技大學建築系碩士班碩士論文,臺北市。
[3]董泓慶 ( 2020 )。自由曲面之摺紙演算。國立交通大學建築系碩士班碩士論文,新竹市。
[4]Tonon, O. ( 1991 ). "Geometry of Spatial Folded Forms", International Journal of
Space Structures, 6 (3), 227-240.
[5]陳逸倩 ( 2010 )。蛇腹摺的空間設計應用。國立臺灣科技大學建築系碩士班碩士論文,臺北市。
[6]吳尚樺 ( 2018 )。摺紙動態參數化研究。國立成功大學建築系碩士班碩士論文,台南市。
[7]李笑、李明 ( 2018 )。折紙及其折痕設計研究綜述。力學學報,50(3),467-476。
[8]Tachi, T. ( 2011 ). Rigid-foldable thick origami. Origami, 5, 253-264.
[9]Francis, K. C., Rupert, L. T., Lang, R. J., Morgan, D. C., Magleby, S. P.,
&Howell, L. L. ( 2014, August 17-20 ). From Crease Pattern to Product :
Considerations to Engineering Origami-Adapted Designs. Paper presented at the
38th Mechanisms and Robotics Conference, Buffalo, New York, USA.
[10]Erik D. Demaine, Martin L. Demaine, and Anna Lubiw. ( 1999 ). Polyhedral
Sculptures with Hyperbolic Paraboloids, In Proceedings of the 2nd Annual
Conference of BRIDGES: Mathematical Connections in Art, Music, and Science,
pages 91–100, Winfield, Kansas.
[11]陳冠帆 ( 2017 )。尋求變化多端的雙曲拋物面結構-竹結構之蛻變。
https://www.facebook.com/1024055570951229/posts/1461409657215816/
[12]Curt Siegel. ( 1962 ). Structure and Form in Modern Architecture. Reinhold
Publishing Corporation, New York.
[13]Erik Demaine and Martin Demaine. ( 2015 ). History of curved origami sculpture.
http://erikdemaine.org/curved/history/.
[14]Wingler, Hans Maria. ( 1969 ). The Bauhaus: Weimar, Dessau, Berlin, Chicago.
Massachusetts, MIT Press.
[15]Erik D. Demaine and Martin L. Demaine. ( 2009 ). Mathematics Is Art, In
Proceedings of 12th Annual Conference of BRIDGES: Mathematics, Music, Art,
Architecture, Culture (BRIDGES 2009), Banff, Alberta, Canada, July 26–29, pages
1–10.
[16]Demaine, E. D., Demaine, M. L., Hart, V., Price, G. N. & Tachi, T. ( 2011 ).
(Non)Existence of Pleated Folds: How Paper Folds Between Creases. Graphs Comb.
27, pages 377–397.
[17]Ke Liu , Tomohiro Tachi & Glaucio H. Paulino. ( 2019 ). Invariant and Smooth
Limit of Discrete Geometry Folded from Bistable Origami Leading to
Multistable Metasurfaces. Nature Communications. 10(1), pages1-10.
[18]翟雪 ( 2010 )。直紋曲面與球面曲線。東北大學碩士論文,中國遼寧省瀋陽市。
[19]張慕筠 ( 2020 )。曲面混凝土版之充氣鑄模研究。國立臺灣科技大學建築系碩士班碩士論文,臺
北市。
[20]Echenaguciaa, T. M., Pigram, D., Liew, A., a,b, Van Mele, T.,& Block, P. ( 2019
). A cable-net and fabric formwork system for the construction of concrete
shells: Design, fabrication and construction of a full scale prototype. In
Structures. (Vol. 18, pages72-82). Elsevier.
[21]李俐慧、黃冠萍、蔡淑萍、林偉章、李岳蓉及張千蕙 ( 2009 )。從「使用者中心」探討街道家具
設計-以觀光導向型都市徒步空間為例(I) (精簡版)。行政院國家科學委員會專題研究計畫成果報
告(pages1-11.)。台中市:東海大學工業設計研究所。
[22]陳彥睿 ( 2020 )。海峽兩岸於超高性能混凝土的研究發展與應用現況。混凝土科技,14(1),1-
10。
[23]張立名、馬郢晶及呂元之 ( 2012 )。折纸在臨時性建築設計與建造中的應用初探。華中建築,第
九期,18-21。