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Callister - An introduction - 8th edition

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Summary • 383<br />

Spheroidite—is composed of spherelike cementite particles that are embedded<br />

in a ferrite matrix. Heating fine/coarse pearlite or bainite at about<br />

700C for several hours produces spheroidite.<br />

Martensite—platelike or needlelike grains of an iron–carbon solid solution<br />

that has a body-centered tetragonal crystal structure. Martensite is produced<br />

by rapidly quenching austenite to a sufficiently low temperature so<br />

as to prevent carbon diffusion and the formation of pearlite and/or bainite.<br />

Tempered martensite—consists of very small cementite particles within a ferrite<br />

matrix. Heating martensite at temperatures within the range of about<br />

250 to 650C will result in its transformation to tempered martensite.<br />

• The addition of some alloying elements (other than carbon) shift pearlite and<br />

bainite noses on a continuous cooling transformation diagram to longer times,<br />

making the transformation to martensite more favorable (and an alloy more heattreatable).<br />

Mechanical Behavior of Iron–Carbon Alloys<br />

• Martensitic steels are the hardest and strongest, yet most brittle.<br />

• Tempered martensite is very strong but relatively ductile.<br />

• Bainite has desirable strength-ductility combination but is not as strong as tempered<br />

martensite.<br />

• Fine pearlite is harder, stronger, and more brittle than coarse pearlite.<br />

• Spheroidite is the softest and most ductile of the microstructures discussed.<br />

• Embrittlement of some steel alloys results when specific alloying and impurity<br />

elements are present and upon tempering within a definite temperature range.<br />

Shape-Memory Alloys<br />

• These alloys may be deformed and then return to their predeformed sizes/shapes<br />

upon heating.<br />

• Deformation occurs by the migration of twin boundaries. A martensite-to-austenite<br />

phase transformation accompanies the reversion back to the original size/shape.<br />

Equation Summary<br />

Equation<br />

Page<br />

Number Equation Solving For Number<br />

Critical radius for stable solid particle<br />

10.3<br />

r* 2<br />

346<br />

¢G y (homogeneous nucleation)<br />

10.4<br />

¢G* <br />

16p3<br />

31¢G y 2 2<br />

Activation free energy for formation of<br />

stable solid particle (homogeneous nucleation)<br />

346<br />

10.6<br />

r* a 2T m 1<br />

ba<br />

¢H f T m T b<br />

Critical radius—in terms of latent<br />

heat of fusion and melting temperature<br />

347<br />

10.7<br />

¢G* a 16p 3 T 2 m<br />

3¢H 2<br />

f<br />

1<br />

b<br />

1T m T2 2<br />

Activation free energy—in terms of latent<br />

heat of fusion and melting temperature<br />

347<br />

10.12<br />

IL SI SL cos u<br />

Relationship among interfacial energies<br />

for heterogeneous nucleation<br />

351

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