Ko te tikanga tatau taumaha mata hexagon:mata onoonotikanga tātai taumaha: waea.× waea.× turanga x roa x whanui ÷2=kg turanga: 1/2′=2.151′=1.273/4′=1.65/8′=1.875/4′=1.091′x1/2′ : 3′=0.4 warp.× Warp.×2x roa x whanui ÷8×3=kg
Nuimata hexagonalhuaina kupenga whare herehere kohatu, Kei te nuinga whakamahia mo te tiaki maunga, hanga waipēhi me te pera i runga i.Ka whakamahia te mata hexagonal waea iti hei taonga pai mo te whakatipuranga, ka whiria te mata hexagonal i roto i te anga rino paiherea i runga i te mata hexagonal fehokotakinga ki roto i te kurupae heihei, whare herehere kukupa, whare herehere rapeti, hexagonal mesh te mea pai mo te whakatipu me te kupenga.
Hexagonal cage he maha nga momo tono, me te ahunga whakamua o te putaiao me te hangarau, kua horahia ki te miihini nui, miihini a-iwi.Hangarau Geotechnical me etahi atu kaupapa.I roto i te whare herehere hexagonal waipēhi i roto i te awa hanga ki te kati i te whaipainga, te whakaaro he tika ki te whakamahi i te whare herehere hexagonal ki te whakaki i te kohatu, te awa mau, ka taea te whakamahi ki te karo i te horo awa kawea te wai me te mate oneone.I roto i nga kaupapa hangarau a-iwi, ka whakaarohia he pai te whare herehere hexagonal me te whakamahi i te whakakii i te rahi o te rahi o te matūriki, ko te hononga i waenga i te whare herehere ka hangaia ki te pakitara, ko te whare herehere kohatu te taiepa pupuri.
Wā tuku: 30-09-22