FIBONACCI PAVILION Akio Hizume [email protected] the Phyllotaxis Is Not Only an Old Subject but Also a New Subject of Science

FIBONACCI PAVILION Akio Hizume Akio@Starcage.Org the Phyllotaxis Is Not Only an Old Subject but Also a New Subject of Science

FIBONACCI PAVILION Akio Hizume [email protected] The Phyllotaxis is not only an old subject but also a new subject of science. Most plants have used the golden ratio for several tens of millions of years. Since they can get maximum sunlight and stand stably, they are very successful today. It is the most ecological structure on the earth. We should learn from plants to build bright, well-ventilated, and H. Weyl “Symmetry” (1952) stable architecture. 6 3 9 This proposal is just a sample as a prototype. 1 8 However, this principle should become a general architectural form in the future. 4 5 It will be built anywhere in the world as a house, pavilion, temple, 2 7 museum, library, theater, or stadium using any materials (lumber, 10 2 log, bamboo, metal, etc.) on any scale that we want. rn an 2 (2 )n In this sample, the main structure consists only of two-by-twelve n n 1,2,3,4,5, pieces of lumber for simplicity. (where τ denotes the Golden Ratio) Scale Model 1/40 X Y 95 87 100 WC 74 82 66 79 61 53 92 Entrance 90 69 40 45 58 48 32 71 77 56 27 84 35 19 37 98 24 50 43 14 11 63 97 64 22 6 16 29 85 42 76 30 3 9 8 51 1 21 55 17 72 4 34 89 38 13 Office 93 2 5 68 59 25 12 26 47 7 46 10 80 18 33 20 81 15 39 60 67 23 31 28 54 41 94 52 73 88 36 44 75 49 X-X Section 62 65 57 86 70 78 96 83 99 Y Bookshelf 91 Office X WC The floor is tiled by the Voronoi tessellation based on the Phyllotaxis. Plan Y-Y Section Wall and Roof Structure You can find many spirals of phyllotaxis. It is the most earthquake-proof structure. In general, the phyllotaxis (Golden Ratio) diffuses most effectively any kind of wave, that is, light and sound. The roof structure forms the paraboloid. It is the most elegant way to construct the parabolic antenna. Only one lamp is enough in a room. For example, if the lamp is at the focus of the paraboloid, all reflected lights fall exactly vertically. There will be no shadow! No Shadow! I believe that it is special acoustic space. 95 87 100 74 82 66 79 61 53 92 90 69 40 45 58 48 32 71 77 56 27 84 35 19 37 98 24 50 43 14 11 63 97 64 22 6 16 29 85 42 76 30 3 9 51 8 1 21 17 55 72 4 34 89 38 13 5 93 25 2 68 59 12 47 7 26 46 10 80 18 33 20 81 15 39 60 67 23 31 28 54 41 52 94 73 36 88 44 75 49 62 65 57 86 70 96 83 78 99 91 matching of beams and Voronoi cells suspended lamps Another Lighting Effect The center of each cell is matched to the center of each beam precisely. This fact is very useful for lighting effect. One hundred pendants will be hung from the beams. They light the center of each cell from above as a one-to-one correspondence. We can use such various spiral patterns for lighting and display. The figures below show some examples of light arrangements. There are various flexibilities. Variations of display and lighting pattern. EXTENSION We can extend the principle of this structure. We can change the height of each Voronoi cell at will. For example, the following figures are a proposal for an ideal stadium. In such a stadium, every member of the audience can view the center stage. Of course, we can build the roof structure in the same way as the Fibonacci Pavilion. I named this stadium "FIBONACCI COLOSSEO". Scale Model Plan Round Stadium Perspective Plan Oval Stadium.

View Full Text

Details

  • File Type
    pdf
  • Upload Time
    -
  • Content Languages
    English
  • Upload User
    Anonymous/Not logged-in
  • File Pages
    4 Page
  • File Size
    -

Download

Channel Download Status
Express Download Enable

Copyright

We respect the copyrights and intellectual property rights of all users. All uploaded documents are either original works of the uploader or authorized works of the rightful owners.

  • Not to be reproduced or distributed without explicit permission.
  • Not used for commercial purposes outside of approved use cases.
  • Not used to infringe on the rights of the original creators.
  • If you believe any content infringes your copyright, please contact us immediately.

Support

For help with questions, suggestions, or problems, please contact us