Mechanically rational forms of curved surface structures shaped from the uniform strain elements
The paper proposes a method for finding mechanically rational and practical forms of curved surface by using the uniform strain elements. Numerical methods for form finding already published give exact solutions but the application is restricted to the problems with the conditions possible to form a...
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my.uthm.eprints.39132021-11-22T06:53:44Z http://eprints.uthm.edu.my/3913/ Mechanically rational forms of curved surface structures shaped from the uniform strain elements Tanaka, Koki Ijima, Katsushi Obiya, Hiroyuki Zakaria, Muhammad Nizam bin T Technology (General) TA Engineering (General). Civil engineering (General) TA349-359 Mechanics of engineering. Applied mechanics The paper proposes a method for finding mechanically rational and practical forms of curved surface by using the uniform strain elements. Numerical methods for form finding already published give exact solutions but the application is restricted to the problems with the conditions possible to form a minimal surface. This is because the methods use the mechanical model without material stiffness but with only the geometric stiffness of isotropic tension. When the uniform strain elements composing a structural form have even isotropic strain in all over the form, the form is an isotropic tension form. Since the uniform strain element has the material stiffness, the method can stably yield a form with the strains varying as narrowly as possible in the curved surface under the condition impossible to shape a minimal surface. Penerbit UTHM 2018 Article PeerReviewed text en http://eprints.uthm.edu.my/3913/1/AJ%202018%20%2842%29.pdf Tanaka, Koki and Ijima, Katsushi and Obiya, Hiroyuki and Zakaria, Muhammad Nizam bin (2018) Mechanically rational forms of curved surface structures shaped from the uniform strain elements. International Journal of Integrated Engineering, 24 (6). pp. 87-92. ISSN 2229-838X https://doi.org/10.30880/ijie.2018.10.02.017 |
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T Technology (General) TA Engineering (General). Civil engineering (General) TA349-359 Mechanics of engineering. Applied mechanics Tanaka, Koki Ijima, Katsushi Obiya, Hiroyuki Zakaria, Muhammad Nizam bin Mechanically rational forms of curved surface structures shaped from the uniform strain elements |
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The paper proposes a method for finding mechanically rational and practical forms of curved surface by using the uniform strain elements. Numerical methods for form finding already published give exact solutions but the application is restricted to the problems with the conditions possible to form a minimal surface. This is because the methods use the mechanical model without material stiffness but with only the geometric stiffness of isotropic tension. When the uniform strain elements composing a structural form have even isotropic strain in all over the form, the form is an isotropic tension form. Since the uniform strain element has the material stiffness, the method can stably yield a form with the strains varying as narrowly as possible in the curved surface under the condition impossible to shape a minimal surface. |
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Article |
author |
Tanaka, Koki Ijima, Katsushi Obiya, Hiroyuki Zakaria, Muhammad Nizam bin |
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Tanaka, Koki Ijima, Katsushi Obiya, Hiroyuki Zakaria, Muhammad Nizam bin |
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Tanaka, Koki |
title |
Mechanically rational forms of curved surface structures shaped from the uniform strain elements |
title_short |
Mechanically rational forms of curved surface structures shaped from the uniform strain elements |
title_full |
Mechanically rational forms of curved surface structures shaped from the uniform strain elements |
title_fullStr |
Mechanically rational forms of curved surface structures shaped from the uniform strain elements |
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Mechanically rational forms of curved surface structures shaped from the uniform strain elements |
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mechanically rational forms of curved surface structures shaped from the uniform strain elements |
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Penerbit UTHM |
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2018 |
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http://eprints.uthm.edu.my/3913/1/AJ%202018%20%2842%29.pdf http://eprints.uthm.edu.my/3913/ https://doi.org/10.30880/ijie.2018.10.02.017 |
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13.18916 |