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بنام يگانه خداوند دانا وتوانا
اصلاحیه 10/08/1401
روش بكاربردن كوپن خوردگي كربن استيل
G10100 C1010 Mild Steel , G10150 C1015 Mild Steel , G10180 C1018 Mild Steel
G10200 C1020 Mild Steel , G10260 C1026 Mild Steel Density = 7.87 g/cm3
پارامترهاي محدوده هاي استاندارد كاربردي كوپن خوردگي كربن استيل
- قبل از بكار بردن كوپن با ترازوي با دقت 0001/0 گرم وزن شود و ثبت شود .
- بايستي از رک(لوپ) خوردگي با اندازه هاي استاندارد استفاده شده و كوپن با پیچ و مهره پلاستیک روی هلدر مربوطه نصب گردد.
- د ر هنگام نصب حتما" بايستي از تماس با دست و يا آلوده شدن كوپن با هر نوع تركيب پرهيز شود.
- سرعت استاندارد عبور آب 30 - 40 ليتر بر دقيقه در رک (لوپ)های " 1 و 25 - 17 ليتر بر دقيقه در لوپهای " 4/3
- مدت قرار گيري كوپن درون رک (لوپ) خوردگي از 30 روز تا 90 روز مجاز ميباشد. بهترین حالت 45 روز میباشد.
- بايستي نسبت به جريان آب كوپن كربن استيل قبل از كوپنهاي , Brass Sn , Cu و Pb قرار بگيرد.
- پس از خارج كردن كوپن طبق دستورالعمل استاندارد شستشو و خشك گردد .
- پس از خشك شدن با همان ترازوي ذكر شده در بند 1 وزن گردد.
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)
- روش محاسبه :
SURFACE AREA = 3.38 in2 SURFACE AREA = 21.80 cm2
W LOSS (mg) = (W1 (g) -W2 (g)) * 1000 AREA FACTOR = 0.84
W LOSS (mg) * 0.84
Corrosion Rate = ---------------------------------- = MPY (mill inch per year)
Days (No)