Қудуқнинг керакли чуқурлиги қуйидаги формула бўйича аниқланади
Бунда dк < dтах шарти бажарилиши зарур. Агарда шарт бажарилса қудуқнинг чуқурлиги олдин тахминан белгиланган чуқурлиги dтах ўлчамида охирида қабул қилинади. Акс ҳолда қудуқнинг чуқурлигига каттароқ ўлчамини тахминан бериб ҳисобни қайтадан бажариш зарур бўлади.
Қудуқнинг узунлиги қуйидаги формула бўйича аниқланади
Бунда Lсакр - гидравлик сакраш узунлиги. Унинг аниқлаши қуйидаги формула ёрдамида бажарилади
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)
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