Ho okumu, 'epekema
Ka pololei, hexagon: He aha ka mea, ua hoihoi i loko, a pehea e kūkulu ia
Ua loaʻa he penikala kokoke oe? E ka nana aku i kona pauku - ia mea he regular hexagon, a me ka mea i kapaia, ka hex. Kēia palapala kekahi i kekahi Nut-pauku, he hexagonal kahua o Mū Kākela, ke aniani puka olu oia o kekahi luna 'nā lātoma o kalapona (e laʻa me, graphite) flake, kauwahi waihona meli a me nā mea. Pilikua regular hexagon i nei, ua 'akomi i ma Saturn ka lewa. Anei he mea malihini me ka pinepine ana o ke ano no kā lākou puke i haku ai mau manao o keia mau palapala? E ka nānā i kēia aka ma ka au mamuli.
- I ka lōʻihi o kona aoao hoʻopili like me ka ke kahahńnai o ka circumscribed p ÷ ai. O nā mea a pau i ka geometric kinona , keia waiwai mea he mau hexagon.
- Ka pana pua, ua like, a me kēlā me kēia waiwai, he 120 °.
- Ke anapuni o ka hexagon hiki ke loaʻa mai o ka haʻilula P = 6 * R, ina ike ke kahahńnai o ka p ÷ ai circumscribed a puni ia, a me R = 4 * √ (3) * R, ka wā i ka p ÷ ai ua kākauʻia ma loko o laila. R a me R - ka Radii o ka p ÷ ai circumscribed, a kākauʻia.
- Ua i ho'ākāka 'ia ka wahi ku ma ka regular hexagon like penei: S = (3 * √ (3) * R 2) / 2. Inā ke kahahńnai o ka poepoe ike ole ia, kahi e panai i ka lōʻihi o kekahi o na aoao - like uaʻike, e hoʻopili like me ka lōʻihi o ke kahahńnai o ka circumscribed p ÷ ai.
Ano, e noonoo i ka hana ana o kekahi mau hexagon. He nui na ano, o ka simplest o i komo ai i ka hoʻohana 'ana o nā pńnńnń, penikala a me ka luna. Initially, ua huki i ka ākeʻakeʻa kumu kaiapili panana, laila kekahi wahi ma keia kaiapili mea he wahi. Me ka hoʻololi 'ana i ke panana pāʻoihana, kau i ke kihi ma keia wahi, e hoailona oukou i ka kekahi notch kaiapili, hoʻomau no laila, a laila, a hele oe a pau 6 wahi. Ka mea, koe wale no ka hoʻohui ia ma ka pololei laina Hoʻohana, a loaa i ka koi huahelu.
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