Е – төлкенің материалының серпімділік модулі, кг/мм ,
К – қор коэффициенті
D - төлкенің сыртқы бетінің номинальді диаметрі.
Дайындаманың орнықтандыратын іщкі бетінің диаметрінің дәлдігі 6-7 квалитетке сәйкес болып жасалу керек. Дайындама құралбіліктің орнықтандыру бетіне саңылау бар қондырғымен орнатылады. Мұнда қосылыстың үш түрі болу мүмкін:
1) жұқа төлкенің деформациясы максималды саңылаудың мөлшерінен көп
> S . (2.20)
Сондықтан құралбілік дайындаманы ішкі диаметр бойынша центрлеп қысып тұрады;
2) төлкенің деформациясы саңылаудың максималды мөлшеріне тең.
= S . (2.21)
Мұндай қосылыстар дайындаманы тек центрлейді, сондықтан мұндай қосылыс тексеру құралдарда қолданылады;
3) төлкенің деформациясы саңылаудың мөлшерінен кем, мұндай қосылыстар қолданбайды, яғни құралбілік дайындаманы қыспайды жене центрлемейді.
Құралбіліктің центрлеу дәлдігі 0.01 – 0.02 мм.
Құралбіліктің беретін моментін мына формуламен есептеуге болады
М =5 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) , (2.22)
m = , (2.23)
мұндағы h – төлкенің жұқа қабырғасының қалыңдығы;
i - деформация қоры.
Жұқа қабырғалы төлкені жасауға болат материалдар қолданылады. Дайындаманың D диаметрі 40 мм ге дейін болса 40Х маркалы болат қолданылады , термиялық өңдеу шынықтыру HRC 35 – 40 қаттылыққа дейін,. D диаметр 40 мм ден астам болса У7А болат қолданылады, термиялық өңдеу шынықтыру HRC 33– 36 қаттылыққа дейін.
Достарыңызбен бөлісу: |