![Eskematiko katulad ng haligi base](data:image/png;base64,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)
Eskematiko katulad ng haligi base
![pundasyon piles](data:image/png;base64,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)
pundasyon piles
Ang dami ng sa itaas ng haligi 0.038 m3
Ang dami ng base 0.025 m3
Ang kabuuang dami ng mga haligi ng 0.063 m3
Ang distansya sa pagitan ng mga pillars pahalang 1450 mm
Ang distansya sa pagitan ng vertical na haligi 1433 mm
Ang bilang ng mga pillars ng pundasyon 20 piraso
Ang lakas ng tunog ng kongkreto pillars 1.257 m3
Ang lakas ng tunog ng kongkreto para sa grillage 0.606 m3
Ang kabuuang dami ng kongkreto 1.863 m3
Ang haba ng dagdag na mga kagamitan sa isang haligi 4.2 m
Ang halaga ng dagdag na mga kagamitan sa haligi 84 m
Ang haba ng dagdag na mga kagamitan sa grillage 84 m
Ang kabuuang haba ng rebar 168 m
Ang kabuuang bigat ng dagdag na mga kagamitan 149.08 kg
Ang halaga ng mga materyales sa konstruksiyon para sa pundasyon
Ang kinakailangang bilang ng mga bags ng cement per 50 kg: 13.04. (o 652.05 kg)
Ang gastos ng semento 2608.2
buhangin 1630.13 kg
Ang gastos ng buhangin 489.04
macadam 2347.38 kg
Ang gastos ng graba 938.95
Room mga kabit 2981.6
Total: 7017.79
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