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Hafnium ГФИ2

Hafnium HFI1 Hafnium HFI2

Designation

Name The value
Designation GOST Cyrillic ГФИ2
Designation GOST Latin GFI2
Transliteration GFI2
The chemical elements GePIr2

Description

Hafnium ГФИ2 used: for the manufacture of crystalline rods (Yudenich), used for technical and research purposes (pipes, wire, sheet, foil, special techniques, electronic ceramics, special refractories, thermocouple covers, alloys, etc.); details of the electrical and electronic industry (electronic ceramics, certain types of electrolytic capacitors, filaments of light bulbs, electrodes of rectifiers, cathodes, gas discharge tubes, high-pressure x-ray and television tubes, contacts, resistors, dielectric coatings, etc.); products working in contact with aqueous coolant without the protective shell and other parts of nuclear power and absorbing elements (PEL) energy and transport reactors.

Note

At IUS 10−1998 to GOST 22517−77 hafnium brand ГФИ2 excluded from GOST 22517−77.
Hafnium high purity, free from gas impurities get iodidum way.
Hafnium has ultra-high corrosion resistance (higher than that of zirconium). It has a high resistance to action of aggressive media (hot water, steam, liquid sodium, alkali, dilute hydrochloric acid, nitric acid, any concentration of organic liquids). Hafnium has a high (Zirconia) level of thermal and radiation resistance.

Standards

Name Code Standards
Non-ferrous metals, including rare metals, and their alloys В51 GOST 22517-77

Chemical composition

Standard C Mn Cr Si Ni Fe N Al Ti Mo Ca Zr Mg Hf
GOST 22517-77 ≤0.01 ≤0.0005 ≤0.003 ≤0.01 ≤0.05 ≤0.1 ≤0.01 ≤0.005 ≤0.01 ≤0.2 ≤0.01 ≤1 ≤0.004 The rest
Hf is the basis.
According to GOST 22517-77, the total mass fraction of hafnium and zirconium should be ≥ 99.50%. Mass fraction of molybdenum in hafnium - due to the mass of molybdenum wire, embedded in the technological process of obtaining hafnium.

Physical characteristics

Temperature r, кг/м3 a, 10-6 1/°С
20 13200 59

A description of the physical symbols

Name Description
r Density
a The coefficient of linear expansion

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