Dhizaini Involve Primary Function: Chivakwa cheFekitari neHofisi naHisanori Ban ndiye mukundi anokudzwa zvikuru wemubairo unoremekedza we2021 Mubairo weSirivha we A' Design Award muChikwata cheKukwikwidza cheAkitekicha, Zvivako neZvivakwa.
SirivhaAkitekicha· 2021
Involve Primary Function: Chivakwa cheFekitari neHofisi
na Hisanori Ban
Mutengi: Kyokutoh, .ltd
Mukundi weMubairo weSirivha we A' Design Award muChikwata cheAkitekicha
Mukundi weMubairo Akasimbiswa
Simbisa Mamiriro eMubairo we#119771Dhizaini
Nezvekwa Involve Primary Function: Chivakwa cheFekitari neHofisi
Involve ifekitari nechivakwa chehofisi chiri muNisshin, Aichi, Japan. Zano racho rinotevedza mutsetse unopota wakaenzana pamakona, unonziwo logarithmic spiral. Kurongeka kwakapota kunotungamira vashandi nemunzira dzakakombama, saka kusangana pakati pevashandi kunoitika kazhinji. Kusangana kunoitika kazhinji uku kunodiwa kuti kuvandudze mhando uye kugadzira zvakawanda. Kupimwa kwakapota uku kunobvumidzawo mbiru, mabhimu nemasupport akatsanangurwa kuti adzokorore tsvakiridzo dzekubatanidza dzimwe chetedzo, uye kureba kwechinhu chega chega ndiko kunongoshanduka. Chivakwa chinogara pachikomo sechivezwa chebwe, uye miti mitsva inoyeuchidza sango raiwanzofukidza nzvimbo iyi kare.
Kuzivikanwa
Nezve Mubairo weSirivha we A' Design Award
Mubairo weSirivha we A' Design Award wakahwinwa ne Involve Primary Function: Chivakwa cheFekitari neHofisi, rukudzo rwakakwirira zvikuru runopiwa kumadhizaini epamusoro, anonaka uye anofadza. Vakunda veSirivha mabasa anopenya kwazvo uye ane kugadzira kwakasiyana anoratidza unyanzvi, hunyanzvi hwekusikwa nekungwara kwevagadziri vawo. Involve Primary Function: Chivakwa cheFekitari neHofisi inotarisirwa kuva basa rinoshamisa, rinotangira vamwe, rine hunyanzvi hunoonekwa uye zvitsva zvakadzika. Dhizaini iyi yakahwina Mubairo weSirivha we A' Design Award chigadzirwa chinoshamisa, chinokudzwa chinobatsira uye chinosundira mberi miganhu yehunyanzvi, sayenzi, dhizaini netekinoroji. Involve Primary Function: Chivakwa cheFekitari neHofisi chigadzirwa chinoshuvirwa nevazhinji, chinomutsa zvishuvo, chinouya nemanzwiro akanaka uye chinomutsa kushamisika.
Shure kweDhizaini
Bepa Renhau
Zvikwereti, nhengo dzetiimu nezvimwe zvakadzama zvakapihwa nemudhizaina.
- Hunhu Hwakasiyana
- In Involve the workers move spirally and contact and involve coworkers each other inevitably more than a rectangular box form building. The norms secondly generate various benefit of improving quality and enhancing productivity and so on as a result.
The building like stone sculpture presence on the hill creates new landscape for reviving the site that was used to be a forest. Involve welcomes not only the visitors but also regions then invites them with the rhythmical interior. - Kukura & Kupakiwa
- Area 2450sqm
Top Height 9m
Floor B1 and 1st and 2nd and 3rd
Structure Steel and RC B1 floor - Matagi
- Involve, factory, office, showroom, equiangular spiral, logarithmic spiral, steel structure, mathematical formula, bandesign, KYOKUTOH
- Tekinoroji Yekugadzira
- Involve is marked by the distinctive geometrical and economical structural system. The equiangular spiral or logarithmic spiral in other word has an inherent characteristic allowing the structural members of columns and beams and cross bracing to repeat the same system of details at all connection. And It creates remarkable geometrical precision and patterned beauty by only adjusting the length of these structural components.
- Changamire yeDhizaini
- The new architectural design and landscape design of Involve tried to revive the site that was once a forest. Involve was reflected on the geographical context. The form of the building was carved into a mountain shape and trees were planted around it. They create new forest in this area. The new architecture and landscape design try to attempt to involve not only visitors but also local residents living in this local area.
- Tsvakurudzo
- The typical beauty of architecture is continuity and orderly arrangement. Mathematical formula also creates them. The creativity of Involve is architectural representation of the nature of mathematical formulas. The characteristic of the logarithmic spiral create not only the beauty but also economical structural system.
The spiral plan makes contacts of workers inevitably and communications. And it generates various benefit those are improving quality and enhancing productivity and so on at last. - Chikurudziro
- Mathematical formula rules the architectural norms in order to creating new architecture. The equiangular spiral or logarithmic spiral in other word has unique characteristic properties. Every triangles are similar figure and every diagonals are same on the spiral. Involve is reflected on those characteristic architecturally and create various effects.
- Nguva yePurojekiti
- The project started in June 2016 in Japan and finished in September 2018 in Nisshin city Aichi prefecture Japan.
- Mafambiro eBasa
- The plane of the spiral is for induce communication.
A rectangular box form industrial building limits interaction people in general. Users are constrained to move along the two axis direction only within the rectilinear layout.
The spiral on the other hand is intended to maximize the flow and the number of interaction points. And the points generate communications as a result. - Nhengo dzeTimu
- Designer: Hisanori Ban, Terashima Kazumoto, Chihiro Yamashita / bandesign,Ltd.
Structural Designer: Takao Michikura / IIJIMA Structural Design Office
Construction Company: Matsui Kensetsu - Zvikwereti zveMifananidzo
- Shigetomo Mizuno, YASUKO OKAMURA
Yakatsigirwa
Ongorora Kupfuura Designers.org
Wana zvigadzirwa, masevhisi nemikana kubva kuvatengesi vedu vekushambadza.
Zvimwe Zvekuongorora
Dhizaini Dzakafanana
Ongorora dzimwe dhizaini dzakawana mibairo kubva mudunhu rimwe chete, dzakasarudzwa nekuda kwehunhu hwadzo.