![Баскычның гомуми рәсеме](data:image/png;base64,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)
Баскычның гомуми рәсеме
![Ротари этап рәсеме](data:image/png;base64,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)
Ротари этап рәсеме
![Адым үрнәге](data:image/png;base64,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)
Адым үрнәге
![Бостринг рәсеме](data:image/png;base64,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)
Бостринг рәсеме
Тәкъдимнәр
Уңайлык формуласыннан тайпылу 12.5%
Адымнар санын киметергә киңәш итәбез һаман да 1Адым тирәнлеге җитми: 260 мм
Без сузуны арттырырга киңәш итәбез F .әр сүзнең 20 ммУңай баскыч почмагы 36.9°
Уңайсыз баскыч
Башлангыч мәгълүматлар
баскыч биеклеге 2520 мм
Пландагы баскычның озынлыгы 1850 мм
Пад киңлеге 800 мм
Spгары аралар 5
Урта очыш этаплары 2
Түбән ранглар 3
Әйләнү адымнары 6
Адым калынлыгы 50 мм
адымнар 50 мм
Хисаплау нәтиҗәләре
Upperгары җәянең озынлыгы тулы 1574 мм
Upperгары җәянең алгы озынлыгы 1313 мм
Урта җәянең озынлыгы тулы 1049 мм
Урта җәянең алгы озынлыгы 788 мм
Тулы озынлык 1311 мм
Аскы юлның алгы озынлыгы 1050 мм
Калынлык 196 мм
Баскыч астындагы кисүләр арасы 263 мм
Баскыч почмагы 36.9° идән дәрәҗәсеннән
Адымнар тирәнлеге 260 мм
Адым биеклеге 158 мм
Көтү биеклеге 108 мм
© www.zhitov.ru