Phase Diagrams and Thermodynamic Modeling of Solutions 1st edition

Phase Diagrams and Thermodynamic Modeling of Solutions 1st edition- Ebook Instant Download/Delivery ISBN(s): 9780128014943,0128014946,9780128016695, 0128016698

Product details:

• ISBN-10 ‏ : ‎ 0128016698
• ISBN-13 ‏ : ‎ 9780128016695
• Author: Arthur D. Pelton

Phase Diagrams and Thermodynamic Modeling of Solutions provides readers with an understanding of thermodynamics and phase equilibria that is required to make full and efficient use of these tools. The book systematically discusses phase diagrams of all types, the thermodynamics behind them, their calculations from thermodynamic databases, and the structural models of solutions used in the development of these databases. Featuring examples from a wide range of systems including metals, salts, ceramics, refractories, and concentrated aqueous solutions, Phase Diagrams and Thermodynamic Modeling of Solutions is a vital resource for researchers and developers in materials science, metallurgy, combustion and energy, corrosion engineering, environmental engineering, geology, glass technology, nuclear engineering, and other fields of inorganic chemical and materials science and engineering. Additionally, experts involved in developing thermodynamic databases will find a comprehensive reference text of current solution models.

Table contents:

1: Introduction

2: Thermodynamics Fundamentals

3: The Gibbs Phase Rule

4: Fundamentals of the Thermodynamics of Solutions

5: Thermodynamic Origin of Phase Diagrams

6: Ternary Temperature-Composition Phase Diagrams

7: General Phase Diagram Sections

8: Equilibrium and Scheil-Gulliver Solidification

9: Paraequilibrium Phase Diagrams and Minimum Gibbs Energy Diagrams

10: Second-Order and Higher-Order Transitions

11: Phase Diagrams of Systems With an Aqueous Phase

12: Bibliography on Phase Diagrams

13: Introduction

14: Single-Lattice Random-Mixing (Bragg-Williams—BW) Models

15: Multiple-Sublattice Random-Mixing (Bragg-Williams—BW) Models

16: Single-Lattice Models With Short-Range Ordering (SRO)

17: Modeling Short-Range Ordering With Two Sublattices

18: Some Applications

19: Exercises With Solutions

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