Асимметриялық коэффициенті болатын цикл симметриялық цикл деп аталады (ХІІІ.2 б-сурет).
Мұндағы max = a, min = –a
Асимметриялық коэффициенті болатын цикл пульсирлік (немесе нөлден басталған) цикл деп аталады (ХІІІ.2 в-сурет). Мұндағы max = 0, min= 0.
Кернеу шамасы уақытқа байланысты өзгермей тұракты болып қалса,
мұндағы max = , min = , ор = . Демек, статикалық тұрақты кернеу айнымалы циклдің жеке жағдайы (ХІІІ.2, г-сурет) ретінде қарастырылады.
Айнымалы кернеудің кез келген асимметриялық циклі оның орташа кернеуі мен амплитудасы осы циклдің амплитудасындай, симметриялық циклдің қосындысына тең (XIII, 2, а-сурет). Асимметриялық коэффициенттері бірдей циклдер өзара ұқсас. Цикл сипаттамасының мәні — тен +-ке дейін өзгеруі мүмкін.
Цикл көп қайталанғанда, материал қарсыласу қабілетінен ажырамаса, онда циклдің ең үлкен кернеуі max =r материалдың қажу шегі немесе төзімділік шегі деп аталады. Қажу шегінің индексі (r) қарастырылган циклдің асимметриялық коэффициенті. Материалдың төзімділік шегі циклдің асимметриялық коэффициентіне, деформацияның түріне, қоршаған ортаға, үлгі беттерінің механикалық өңделу сапасына, өлшемдеріне, температураға т.б. факторларға тәуелді. Қаyдай да бір фактордың өзгеруіне байланысты материалдың төзімділік шегі де өзгереді.
ТӨЗІМДІЛІК ШЕГІН АНЫҚТАУ. ҚАЖУ ДИАГРАММАСЫ
Жоғарыда аталған асимметриялық коэффициенттері әр түрлі циклдердің ең қауіптісі — симметриялық цикл. Сондықтан, симметриялық циклдің төзімділік шегі — берілген материалдың айнымалы-қайталанбалы күшке қарсыласу қабілетін сипаттайтын механикалық шамалардың ең кішісі.
Материалдардың төзімділік шегін анықтау үшін диаметрі 7...10 мм, беті жылтыр, цилиндр пішінді үлгілер дайындап, арнайы машиналарда сынайды. Сынау түрлерінің ең қарапайымы — үлгілерді симметриялық циклде сынау. Симметриялық циклде сынауға арналған машинаның схемасы ХІІІ.3-суретте көрсетілген. Сынау кезінде үлгі айналып, оның бетінде жатқан талшықтары айнымалы қайталанбалы күштің әсеріне ұшырайды. Мысалы, m — m қимасының A нүктесі айналып I — I деңгейінен өткенде ондағы кернеу
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)
Достарыңызбен бөлісу: |