By using the data provided below, calculate the Pilling- Bedworth ratio for the nickel (Ni) – nickel oxide (NiO) system and determine whether NiO is protective against corrosion. Atomic mass of nickel...


By using the data provided below, calculate the Pilling-<br>Bedworth ratio for the nickel (Ni) – nickel oxide (NiO) system<br>and determine whether NiO is protective against corrosion.<br>Atomic mass of nickel = 58.7 g.mol1<br>Density of nickel = 8.91 Mg.m<br>Molecular mass of nickel oxide = 74.7 g.mol-1<br>Density of nickel oxide = 6.67 Mg.m3<br>A stainless steel pressure vessel that has fracture toughness,<br>K1c, of 197 MN.m 3/2 is going to be exposed to a stress of 398<br>MN.m2. By using this information explain how designers can<br>determine the thickness of the vessel so that catastrophic<br>failure can be avoided.<br>

Extracted text: By using the data provided below, calculate the Pilling- Bedworth ratio for the nickel (Ni) – nickel oxide (NiO) system and determine whether NiO is protective against corrosion. Atomic mass of nickel = 58.7 g.mol1 Density of nickel = 8.91 Mg.m Molecular mass of nickel oxide = 74.7 g.mol-1 Density of nickel oxide = 6.67 Mg.m3 A stainless steel pressure vessel that has fracture toughness, K1c, of 197 MN.m 3/2 is going to be exposed to a stress of 398 MN.m2. By using this information explain how designers can determine the thickness of the vessel so that catastrophic failure can be avoided.

Jun 11, 2022
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