Бұрылу бұрышы оң таңбалы, демек қиманың бұрылуы сағат тілінің бағытына қарама-қарсы. Иілу мөлшері:
![](data:image/png;base64,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)
IX. 06
Иілу мөлшері теріс таңбалы, демек қиманың ауырлық центрі абсцисса осінен төмен қарай орын ауыстырады.
Сонымен, арқалықтың иілу деформациясы қималарының бұрылу бұрыштары мен иілу мөлшерлері арқылы сипатталады.
ИІЛУ ДЕФОРМАЦИЯСЫНЫҢ ПОТЕНЦИАЛДЫҚ ЭНЕРГИЯСЫ
Июші момент өзі жатқан қиманы қаңдай да бір бұрышқа бұрып жұмыс жасайды
Ішкі ию моментінің жұмыс шамасы сыртқы моменттердің жұмыс шамасына тең, бағыттары қарама-қарсы