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Thermodynamic Equilibrium and Stability of Materials

Record Type:	Language materials, printed : Monograph/item
Title/Author:	Thermodynamic Equilibrium and Stability of Materials/ by Long-Qing Chen.
Author:	Chen, Long-Qing.
Description:	XIX, 455 p. 103 illus., 7 illus. in color.online resource. :
Contained By:	Springer Nature eBook
Subject:	Thermodynamics. -
Online resource:	https://doi.org/10.1007/978-981-13-8691-6
ISBN:	9789811386916

Thermodynamic Equilibrium and Stability of Materials
Chen, Long-Qing.

Thermodynamic Equilibrium and Stability of Materials[electronic resource] /by Long-Qing Chen. - 1st ed. 2022. - XIX, 455 p. 103 illus., 7 illus. in color.online resource.

Introduction and Definitions -- First and Second Laws of Thermodynamics -- Fundamental Equation of Thermodynamics -- Thermodynamic Properties -- Internal Energy -- Enthalpy -- Entropy -- Gibbs Free Energy -- Chemical Potential -- Thermodynamic Equilibrium and Stability Conditions -- Thermomechanical Equilibria: Phase Equilibria with Respect to Temperature and Pressure -- Chemical Equilibria: Thermodynamics of Chemical Species Mixing to Form Solutions -- Phase Equilibria in Binary Systems and Graphical Representations -- Chemical Reaction Equilibria and Graphical Representations -- Defect Equilibria: Chemical Potentials of Electronic and Atomic Defects -- Energy Conversions: Electrochemical energy conversion.

This is a textbook on thermodynamics of materials for junior/senior undergraduate students and first-year graduate students as well as a reference book for researchers who would like to refresh their understanding of thermodynamics. The textbook employs a plain language to explain the thermodynamic concepts and quantities. It embraces the mathematical beauty and rigor of Gibbs thermodynamics through the fundamental equation of thermodynamics from which all thermodynamic properties of a material can be derived. However, a reader with basic first-year undergraduate calculus skills will be able to get through the book without difficulty. One unique feature of this textbook is the descriptions of the step-by-step procedures for computing all the thermodynamic properties from the fundamental equation of thermodynamics and all the thermodynamic energies from a set of common, experimentally measurable thermodynamic properties, supplemented with ample numerical examples. Another unique feature of this textbook is its emphasis on the concept of chemical potential and its applications to phase equilibria in single component systems and binary solutions, chemical reaction equilibria, and lattice and electronic defects in crystals. The concept of chemical potential is introduced at the very beginning of the book together with temperature and pressure. It avoids or minimizes the use of terms such as molar Gibbs free energy, partial molar Gibbs free energy, or Gibbs potential because molar Gibbs free energy or partial molar Gibbs free energy is precisely the chemical potential of a material or a component. It is the chemical potential that determines the stability of chemical species, compounds, and phases and their tendency to chemically react to form new species, transform to new physical state, and migrate from one spatial location to another. Therefore, it is the chemical potential differences or gradients that drive essentially all materials processes of interest. A reader after finishing reading the book is expected to not only achieve a high-level fundamental understanding of thermodynamics but also acquire the analytical skills of applying thermodynamics to determining materials equilibrium and driving forces for materials processes.

ISBN: 9789811386916

Standard No.: 10.1007/978-981-13-8691-6doiSubjects--Topical Terms:

596513
Thermodynamics.

LC Class. No.: QC310.15-319

Dewey Class. No.: 536.7

Thermodynamic Equilibrium and Stability of Materials
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520 $a This is a textbook on thermodynamics of materials for junior/senior undergraduate students and first-year graduate students as well as a reference book for researchers who would like to refresh their understanding of thermodynamics. The textbook employs a plain language to explain the thermodynamic concepts and quantities. It embraces the mathematical beauty and rigor of Gibbs thermodynamics through the fundamental equation of thermodynamics from which all thermodynamic properties of a material can be derived. However, a reader with basic first-year undergraduate calculus skills will be able to get through the book without difficulty. One unique feature of this textbook is the descriptions of the step-by-step procedures for computing all the thermodynamic properties from the fundamental equation of thermodynamics and all the thermodynamic energies from a set of common, experimentally measurable thermodynamic properties, supplemented with ample numerical examples. Another unique feature of this textbook is its emphasis on the concept of chemical potential and its applications to phase equilibria in single component systems and binary solutions, chemical reaction equilibria, and lattice and electronic defects in crystals. The concept of chemical potential is introduced at the very beginning of the book together with temperature and pressure. It avoids or minimizes the use of terms such as molar Gibbs free energy, partial molar Gibbs free energy, or Gibbs potential because molar Gibbs free energy or partial molar Gibbs free energy is precisely the chemical potential of a material or a component. It is the chemical potential that determines the stability of chemical species, compounds, and phases and their tendency to chemically react to form new species, transform to new physical state, and migrate from one spatial location to another. Therefore, it is the chemical potential differences or gradients that drive essentially all materials processes of interest. A reader after finishing reading the book is expected to not only achieve a high-level fundamental understanding of thermodynamics but also acquire the analytical skills of applying thermodynamics to determining materials equilibrium and driving forces for materials processes.
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