Phase equilibria, phase diagrams, and phase transformations : their thermodynamic basis / Mats Hillert.
Tipo de material:
TextoEditor: Cambridge: Cambridge University Press, 1998Descripción: xv, 538 páginas : ilustracionesTipo de contenido: text Tipo de medio: unmediated Tipo de portador: volumeISBN: 0521562708 (hardback); 0521565847 (paperback)Tema(s): REGLA DE LAS FASES Y EQUILIBRIO | EQUILIBRIO QUIMICO | TERMODINAMICAClasificación CDD: 541.363
Contenidos:
1. Basic concepts of thermodynamics
2. Manipulation of thermodynamic quantities
3. Systems with variable composition
4. Evaluation and use of driving force
5. Stability
6. Applications of molar Gibbs energy diagrams
7. Phase equilibria and potential phase diagrams
8. Molar phase diagrams
9. Projected and mixed phase diagrams
10. Direction of phase boundaries
11. Sharp and gradual phase transformations
12. Transformations at constant composition
13. Partitionless transformations
14. Limit of stability, critical phenomena and interfaces
15. Methods of modelling
16. Modelling of disorder
17. Mathematical modelling of solution phases
18. Solution phases with sublattices
19. Physical solution models.
| Tipo de ítem | Biblioteca actual | Colección | número de clasificación | Copia número | Estado | Fecha de vencimiento | Código de barras |
|---|---|---|---|---|---|---|---|
Libro General
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Biblioteca Central | Colección General | 541.363 H652 (Navegar estantería(Abre debajo)) | 1 | Disponible | 3560900254244 |
1. Basic concepts of thermodynamics
2. Manipulation of thermodynamic quantities
3. Systems with variable composition
4. Evaluation and use of driving force
5. Stability
6. Applications of molar Gibbs energy diagrams
7. Phase equilibria and potential phase diagrams
8. Molar phase diagrams
9. Projected and mixed phase diagrams
10. Direction of phase boundaries
11. Sharp and gradual phase transformations
12. Transformations at constant composition
13. Partitionless transformations
14. Limit of stability, critical phenomena and interfaces
15. Methods of modelling
16. Modelling of disorder
17. Mathematical modelling of solution phases
18. Solution phases with sublattices
19. Physical solution models.