ал қатынасымен анықталатын шама, ендік салыстырмалы деформация делінеді. Салыстырмалы бойлық пен ендік деформациялар арасында мынадай қатынас болатындығы тәжірибе жүзінде дәлелденген
III.02
Мұндағы μ — Пуассон немесе ендік деформация коэффициенті деп аталады, ол материалдың қасиетін сипаттайды. Пуассон коэффициентінің мәні әр түрлі материалдар үшін 0-ден 0,5-ке дейін
өзгереді. Тәжірибелердің көрсетулеріне қарағанда барлық серпімді конструкциялық материалдарда пайда болатын деформация кернеуге тура пропорционал
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)
Достарыңызбен бөлісу: |