- آزمایشگاه عملیات حرارتی
این آزمایشگاه مجهز به انواع كورهها با هدف انجام پروژههای پژوهشي-تحقيقاتي در زمينة عمليات حرارتي در مقاطع كارشناسي، كارشناسي ارشد و فعاليتهاي آموزشي در قالب درس آزمايشگاه عملیات حرارتی فعالیت میکند. انواع عملياتحرارتي قابل اعمال روي آلياژهاي آهني و غيرآهني از قبیل تاثیر محیطهای خنککننده، روشهایسختی سطحی، عوامل موثر برسختی پذیری، عمليات حرارتي بازيابي و تبلور مجدد و غیره مطالعه و تاثير آنها روي خواص مكانيكي و ريزساختارآلياژها مطالعه ميشود.
-تجهیزات
1-تعداد 5 کورهی مقاومتی الکتریکی دمای 1200 سانتیگراد
2- تعداد 3 دستگاه کوره مقاومتی الکتریکی دمای 1750 سانتیگراد
3-یک دستگاه کورهی تونلی(اتمسفر کنترل) دمای 1500 سانتیگراد
4- یک دستگاه کورهی القایی 4 کیلوگرمی
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)
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)
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)
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کارشناس آزمایشگاه
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مهندس فریدون اوکاتی صادق
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2838
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