- آزمایشگاه خواص مکانیکی مواد
در این آزمایشگاه امکان تعیین خواص مکانیکی از جمله سختی و میکروسختی، استحکام کششی، استحکام ضربه و سایر خواص مکانیکی مواد وجود دارد.
-تجهیزات:
1- دستگاه سختی سنجی به روشهای ویکرز- راکول
2- میکروسختی
3- دستگاه آزمون ضربه
4- دستگاه آزمون کشش
5- دستگاه آزمون فشار
6- دستگاه آزمون خستگی
7-دستگاه آزمون پیچش
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)
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)
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)
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کارشناس آزمایشگاه
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تلفن
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مهندس محسن خمری
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2838
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