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Chapter VIII Micro-hardness studies…<br />

swung over the specimen to measure the square indentation to a tolerance of<br />

plus or minus 1/1000 of a millimeter. The measurements taken across the<br />

diagonals to determine the area and are averaged. The correct Vickers<br />

hardness is designated as the number followed Hv (Hardness Vickers). The<br />

Vickers hardness test provides extremely accurate readings and just one type<br />

of indenter is used for all types of metals and surfaces. This method is<br />

adaptable and very precise for testing the softness and hardness of all the<br />

materials, under the varying loads. The Vickers machine is a floor standing<br />

unit that is rather more expensive than the Brinell or Rockwell machines. The<br />

present author has used Vaiseshikha Vickers micro-hardness tester.<br />

The geometry of the indentation made with Vickers pyramid is<br />

independent of the depth and hence the hardness should be independent of<br />

the load. This is not the case as in the Brinell test.<br />

4. Knoop Test<br />

Knoop et al [21] have modified the Vickers test. In this test, a diamond<br />

indenter is used but its shape is such that it forms an elongated pyramidal<br />

impression, with the angles between the long and short edges being 172 0 30'<br />

and 130 0 respectively. The shape of the impression is that of a parallelogram<br />

for which one diagonal is about seven times the length of the other. The<br />

knoop test is very useful in studying the effect of crystal orientation on<br />

hardness.<br />

The Knoop hardness (Hk) is obtained from the following formula:<br />

Hk = 14.229 (P/d 2 ) (8.4)<br />

Where, P is the applied load (measured in N) and d 2 is the area of the<br />

indentation (measured in square meter). The Knoop hardness numbers are<br />

often cited in conjunction with specific load variation. Aside from a minor<br />

291

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