Тетік жылжымау үшін оның шетжағына тірек қолданылады. Цанга қысқы ретінде де қолданылады. Цангалы қысқының сұлбасы 2.18 суретте.
2.18 сурет – Цангалы қысқының сұлбасы
Цангалар жасалатын материалдар:
1) қоспалы болат 12ХН3А. Температуралық өңдеу – 1.0-1,5 мм-ге дейін көмірмен байыту, одан кейін жұмыс бетін HRC 60-65 қаттылыққа шынықтыру, құрал сағасының беттері HRC 40-45 қаттылыққа дейін шынықтырылады;
2) көмір текті болат У10А. Температуралық өңдеу – жұмыс бетін HRC 58 – 62 қаттылыққа шынықтыру, құрал сағасының беттері HRC 39-45 қаттылыққа термоөңделеді;
3) хромды болат. Олардың құрамында 0,6 – 0,7 % С, 1 % Si, 1 % Mn, 0,5 % Cr. Марганец пен хром жоғары қаттылық және үйкеліске жоғары төзімділік береді.
Табақша серіппелі құралбіліктер. Құралбіліктің жұмыс істеу реті (2.19-сурет). Тартқыш Р күштің бағытында қозғалып жылжиды және қысым төлке арқылы табақша серппілердің жиынтығын деформациялайды. Деформацияны жеңілдету үшін әр бір табақша серіппенің ішікі және сыртқы қарамдарында радиал бағытта ойықтар кертіктелген. Табақша серіппе 60С2А болат табақтарынан қалыптанады және термикалық өңдеуден өтеді , қатылық HRC 40-45. Табақ қалыңдығы 0,8 – 1,0 мм. Дайындаманың орнықтандырылатын ішкі бетінің дәлдігі 6 – 7 квалитет болу тиіс, сонда центрлену дәлдік 0,01 – 0,03 мм болады. Жалпы Р тарту күш екі қүштен құралады
Р =Р + Р (2.17)
мұндағы Р - бұл күш табақтар арасындағы саңылауларды ығыстырады, Р = 0, 33 Р
2.19-сурет – Табақша серіппелі құралбілік
Р - бұл қүш дайындаманы қысатын қүш
Р = К tg![](data:image/png;base64,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) , (2.18)
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