Engineering Materials and Their ApplicationsThis edition of the classic text/reference book has been updated and revised to provide balanced coverage of metals, ceramics, polymers and composites. The first five chapters assess the different structures of metals, ceramics and polymers and how stress and temperature affect them. Demonstrates how to optimize a material's structure by using equilibrium data (phase diagrams) and nonequilibrium conditions, especially precipitation hardening. Discusses the structures, characteristics and applications of the important materials in each field. Considers topics common to all materials—corrosion and oxidation, failure analysis, processing of electrical and magnetic materials, materials selection and specification. Contains special chapters on advanced and large volume engineering materials plus abundant examples and problems. |
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Page 108
... length of the bar while loaded ? b . If the new unloaded length of the bar is 12.120 in . ( 307.85 mm ) , determine the elastic and plastic components of strain when the bar is loaded . c . If the modulus of elasticity is 20 × 106 psi ...
... length of the bar while loaded ? b . If the new unloaded length of the bar is 12.120 in . ( 307.85 mm ) , determine the elastic and plastic components of strain when the bar is loaded . c . If the modulus of elasticity is 20 × 106 psi ...
Page 572
... length , depend- ing on geometry ) ( in . or m ) , and Y = a dimensionless correction factor that accounts for the ... length is measured . For an edge crack , the crack length is a . For a center crack , the crack length is 2a ...
... length , depend- ing on geometry ) ( in . or m ) , and Y = a dimensionless correction factor that accounts for the ... length is measured . For an edge crack , the crack length is a . For a center crack , the crack length is 2a ...
Page 716
... length it would have reached if it were not bonded to the iron . It is under compressive stress . The iron , on the ... length in the iron would be : A / = ( 17070 ) ° F x 7.8 x 10 in./in.-°F = 780 μin . ( in an inch length ) or 780 ...
... length it would have reached if it were not bonded to the iron . It is under compressive stress . The iron , on the ... length in the iron would be : A / = ( 17070 ) ° F x 7.8 x 10 in./in.-°F = 780 μin . ( in an inch length ) or 780 ...
Contents
The Problem of Materials Selection and Development | 3 |
Metallic Structures The Unit Cell | 21 |
testing and effects of low temperatures 88 3 16 Effects of elevated | 91 |
Copyright | |
47 other sections not shown
Other editions - View all
Engineering Materials and Their Applications Richard Aloysius Flinn,Paul K. Trojan Snippet view - 1975 |
Engineering Materials and Their Applications Richard Aloysius Flinn,Paul K. Trojan Snippet view - 1975 |
Engineering Materials and Their Applications Richard Aloysius Flinn,Paul K. Trojan Snippet view - 1986 |
Common terms and phrases
alloy aluminum annealed anode atoms austenite bainite bond Calculate carbide carbon cast iron cathode ceramic Chapter chemical chromium cm³ coefficient cold-worked component composition compression concrete cooling copper corrosion crack crystal curve density diffusion discussed ductility effect elastic electrical electron hole electrons elements elongation energy engineering equilibrium ES/EJ eutectoid example fatigue Fe2+ ferrite fibers fracture toughness glass grain graphite H H H hardening hardness heat hydrogen important increase ions layer liquid load magnesium magnetic martensite material matrix melting metal microstructure modulus mold molecules nickel obtain oxide oxygen pearlite percent percentage phase diagram plane plastic polymer polymerization porosity produce properties quenched ratio reaction resistance Sections shown in Fig shows silica silicon solid solution specimen stainless steel strain structure surface Table tensile strength thermal thermoplastic thermosetting tion transformation unit cell volume weight yield strength zinc