Skip Nav Destination
Close Modal
Search Results for
Gibbs energy
Update search
Filter
- Title
- Authors
- Author Affiliations
- Full Text
- Abstract
- Keywords
- DOI
- ISBN
- EISBN
- Issue
- ISSN
- EISSN
- Volume
- References
Filter
- Title
- Authors
- Author Affiliations
- Full Text
- Abstract
- Keywords
- DOI
- ISBN
- EISBN
- Issue
- ISSN
- EISSN
- Volume
- References
Filter
- Title
- Authors
- Author Affiliations
- Full Text
- Abstract
- Keywords
- DOI
- ISBN
- EISBN
- Issue
- ISSN
- EISSN
- Volume
- References
Filter
- Title
- Authors
- Author Affiliations
- Full Text
- Abstract
- Keywords
- DOI
- ISBN
- EISBN
- Issue
- ISSN
- EISSN
- Volume
- References
Filter
- Title
- Authors
- Author Affiliations
- Full Text
- Abstract
- Keywords
- DOI
- ISBN
- EISBN
- Issue
- ISSN
- EISSN
- Volume
- References
Filter
- Title
- Authors
- Author Affiliations
- Full Text
- Abstract
- Keywords
- DOI
- ISBN
- EISBN
- Issue
- ISSN
- EISSN
- Volume
- References
NARROW
Format
Topics
Book Series
Date
Availability
1-20 of 157 Search Results for
Gibbs energy
Follow your search
Access your saved searches in your account
Would you like to receive an alert when new items match your search?
1
Sort by
Image
Published: 27 April 2016
Fig. 24 Use of Gibbs energy curves to construct a binary phase diagram that shows miscibility in both the liquid and solid states. Source: Ref 4 as published in Ref 3
More
Image
Published: 27 April 2016
Fig. 26 Use of Gibbs energy curves to construct a binary phase diagram of the eutectic type. Source: Ref 5 as published in Ref 3
More
Image
Published: 01 December 1998
Fig. 13 Use of Gibbs energy curves to construct a binary phase diagram that shows miscibility in both the liquid and solid states. Source: adapted from Ref 2
More
Image
Published: 01 December 1998
Fig. 14 Use of Gibbs energy curves to construct a binary phase diagram of the eutectic type. Source: adapted from Ref 3
More
Image
Published: 01 December 2008
Image
Published: 01 December 2009
Fig. 3 Given the Gibbs energies of the face-centered cubic (fcc) and hexagonal close-packed (hcp) phases in a binary, shown in this figure at constant temperature and pressure, it becomes possible to calculate a metastable two-phase equilibrium, unless the software used is capable
More
Image
Published: 01 December 2009
Fig. 4 (a) Given the Gibbs energies of two solution phases, α and β, and two stoichiometric intermetallic phases, γ and δ, at constant temperature and pressure, the heavy curve at the bottom of the Gibbs energies from pure A to B is the convex hull or the lowest Gibbs energies of the phases
More
Series: ASM Handbook
Volume: 13A
Publisher: ASM International
Published: 01 January 2003
DOI: 10.31399/asm.hb.v13a.a0003588
EISBN: 978-1-62708-182-5
... of the standard Gibbs energy change of formation of oxides and the corresponding dissociation pressures of the oxides as a function of temperature. It demonstrates the Kellogg diagram which shows stability range in more complicated multioxidant systems. The article explains the determination of partial pressures...
Abstract
Metals can react chemically with oxygen when exposed to air. Essential to an understanding of the gaseous corrosion of a metal are the crystal structure and the molar volume of the metal on which the oxide builds, both of which may affect growth stresses in the oxide. This article presents crystal structures and thermal properties of pure metals and oxides in a tabular form. The free energy of reaction, which describes the oxidation process of a pure divalent metal, is presented. The article illustrates the Richardson-Jeffes diagram, which is used in the determination of the standard Gibbs energy change of formation of oxides and the corresponding dissociation pressures of the oxides as a function of temperature. It demonstrates the Kellogg diagram which shows stability range in more complicated multioxidant systems. The article explains the determination of partial pressures of gas mixtures and partial pressures of volatile oxidation products.
Book: Casting
Series: ASM Handbook
Volume: 15
Publisher: ASM International
Published: 01 December 2008
DOI: 10.31399/asm.hb.v15.a0005206
EISBN: 978-1-62708-187-0
... Abstract This article discusses the application of thermodynamic in the form of phase diagrams for visually representing the state of a material and for understanding the solidification of alloys. It presents the derivation of the relationship between the Gibbs energy functions and phase...
Abstract
This article discusses the application of thermodynamic in the form of phase diagrams for visually representing the state of a material and for understanding the solidification of alloys. It presents the derivation of the relationship between the Gibbs energy functions and phase diagrams, which forms the basis for the calculation of phase diagrams (CALPHAD) method. The article also discusses the calculation of phase diagrams and solidification by using the Scheil-Gulliver equation.
Image
in Modeling and Simulation of Microstructure Evolution during Heat Treatment of Titanium Alloys
> Heat Treating of Nonferrous Alloys
Published: 01 June 2016
Fig. 31 Gibbs free-energy curves of α and β phases in titanium-molybdenum at different temperatures based on the newest Pandat database. c 0 = 2.78 wt% at 973 K (700 °C); c 0 = 4.66 wt% at 873 K (600 °C); and c 0 = 6.84 wt% at 773 K (500 °C)
More
Image
in Modeling and Simulation of Microstructure Evolution during Heat Treatment of Titanium Alloys
> Heat Treating of Nonferrous Alloys
Published: 01 June 2016
Fig. 33 Gibbs free-energy curves of α and β phases in titanium-molybdenum at 873 K (600 °C) based on the newest Pandat database ( c 0 = 4.66 wt%). There is a miscibility gap within the β phase, and the spinodal region is between c Mo = 28 to 71 wt%. The intersection between the free
More
Image
Published: 01 June 2016
Fig. 32 (a) Gibbs free-energy composition diagram and (b) locus of solvus curves of metastable and stable equilibrium phases in a precipitation sequence. (a) The points of common tangency show the relationship between compositions of the matrix phase (C″, C′, and C eq ) and the various forms
More
Image
Published: 01 June 2016
Fig. 17 (a) Gibbs free-energy composition diagram and (b) locus of solvus curves of metastable and stable equilibrium phases in a precipitation sequence. (a) The points of common tangency show the relationship between compositions on the matrix phase (C″, C′, and C eq ) and the various forms
More
Image
Published: 27 April 2016
Image
Published: 27 April 2016
Fig. 1 Gibbs free energy for different atomic configurations in a system. Configuration A has the lowest free energy and therefore is the arrangement of stable equilibrium. Configuration B is in a state of metastable equilibrium. Adapted from Ref 1
More
Image
Published: 27 April 2016
Image
Published: 01 January 2003
Fig. 3 Richardson-Jeffes diagram showing standard Gibbs free energy of formation as a function of temperature for metal oxide systems. Source: Ref 7
More
Image
Published: 01 December 2004
Fig. 5 Gibbs free-energy composition diagram (a) and locus of solvus curves (b) of metastable and stable equilibrium phases in a precipitation sequence. (a) The points of common tangency show the relationship between compositions of the matrix phase (C″, C′, and C eq ) and the various forms
More
Series: ASM Handbook
Volume: 22A
Publisher: ASM International
Published: 01 December 2009
DOI: 10.31399/asm.hb.v22a.a0005402
EISBN: 978-1-62708-196-2
... measured and theoretically calculated thermodynamic quantities is to attain a basic understanding of the stabilities of the phases and, on the other, to obtain the Gibbs energies of single-phase materials as a function of composition and temperature, and occasionally also of pressure primarily...
Abstract
A phase diagram is a graphical representation of the phase equilibria of materials in terms of temperature, composition, and pressure. This article provides an overview on the background of phase diagram calculation software. It presents an algorithm to calculate binary stable phase equilibria. The article summarizes a rapid method to obtain a thermodynamic description of a multicomponent system. It also provides information on thermodynamically calculated phase diagrams.
Image
Published: 01 December 2009
Fig. 19 Cluster variation method (CVM), cluster/site approximation (CSA), compound energy formalism (CEF), and modified CEF used as a function of temperature to calculate (a) Gibbs energies, (b) enthalpy, and (c) entropy for a face-centered cubic alloy with equal mole of the component element
More
1