Science of MaterialsExamines the evolution of this new scientific discipline. Deals with selected solid (engineering) materials while also describing asbestos, asphalt, natural gas, cellulose, wood, reeds, lignin, paper, liquid crystals, spinels, coal tar, and coal gas and petroleum. Considers such recent materials as glassy metals, sialons, and composite materials. Examines all important classes of properties of materials; fundamentals or molecular-level considerations; testing; and devices such as lasers, masers, computer memory chips, and several types of nuclear reactors. Plus, material that normally occur as liquids or gases are treated with the same attention as solids, and properties of materials are determined by their structures and interactions, stressing their common features. |
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Page 26
... given by Eq . 10 and remains finite . At this stage , some readers might say , “ We are getting back into physics : systems of particles , thermodynamic entropy , et cetera , but what has happened to the story of the crooked die , which ...
... given by Eq . 10 and remains finite . At this stage , some readers might say , “ We are getting back into physics : systems of particles , thermodynamic entropy , et cetera , but what has happened to the story of the crooked die , which ...
Page 167
... given T and P , is AG < 0 Or , for given T and P and at equilibrium , G is a minimum . 7.2 Formation of Solid Phases . Nucleation Process ( 7.1.6 ) To discuss formation of a solid structure , let us begin in the liquid phase , but not ...
... given T and P , is AG < 0 Or , for given T and P and at equilibrium , G is a minimum . 7.2 Formation of Solid Phases . Nucleation Process ( 7.1.6 ) To discuss formation of a solid structure , let us begin in the liquid phase , but not ...
Page 230
... given set of points in a three - dimensional space.14 Incidentally , the same construction can be used to represent a regular crystal , but it will tell us essentially the same things that we can infer from the unit cell . It can also ...
... given set of points in a three - dimensional space.14 Incidentally , the same construction can be used to represent a regular crystal , but it will tell us essentially the same things that we can infer from the unit cell . It can also ...
Contents
Introduction | 1 |
Metals and Alloys | 3 |
Mathematical Prelude | 9 |
Copyright | |
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Common terms and phrases
alloys amorphous applied approach atoms azeotrope behavior binary boltzons bonds called carbon cementite ceramics chain chapter Chem chemical cm³ coal tar components composition consider constant containing corrosion critical point crystal crystalline curve defects defined density diagram dipole discussed in Section dislocation distance elastic electric electrical conductivity electrons energy entropy equations equilibrium example experimental fermions Figure force formula gases Gibbs function given glass graph hydrogen bonds ibid important instance interactions intermolecular involved ions kinds lattice layer lignin liquid phases liquid-vapor magnetic melting metal method mixture molecular molecules obtained oxide parameters particles partition function pearlite Phys polymer potential pressure problem produced quantities quantum radial distribution function reaction represents semiconductors shown in Fig solution statistical mechanics steel stress structure surface Swietoslawski temperature theory thermal thermodynamic thermodynamic entropy tion usually values virial coefficients viscoelastic volume