相图边界理论及其应用 英文版 🔍
赵慕愚著, Muyu Zhao
北京:科学出版社, 2009, 2009
英语 [en] · 中文 [zh] · PDF · 8.6MB · 2009 · 📗 未知类型的图书 · 🚀/duxiu/zlibzh · Save
描述
3 (p1): Part One The Phase Rule,Its Deduction and Application 3 (p2): Chapter 1 The Phase Rule,Its Deduction and Application 3 (p3): 1.1 Why do We Discuss the Phase Rule at First 4 (p4): 1.2 Different Methods for Deducing the Phase Rule:The Method of Gibbs Himself,Gibbs-Roozeboom's Method and the Method of Gibbs Free Energy Minimization 14 (p5): 1.3 Determination of the Number of Independent Components by Brink-ley's Method 25 (p6): 1.4 Some Remarks on the Application of the Phase Rule 28 (p7): References-1 28 (p8): Summary of Part One 31 (p9): Part Two The Boundary Theory of Isobaric Phase Diagrams and Its Application 31 (p10): Chapter 2 The Boundary Theory of Isobaric Phase Diagrams—Rules for Phase Diagram Construction 31 (p11): 2.1 Introduction 32 (p12): 2.2 Several Basic Concepts for Underlying the Phase Diagram 38 (p13): 2.3 The Theorem of the Corresponding Relationship between the Total Nu-mber of All the Different Phases in NPRs Ф and the Dimensions of the Phase Boundary R1 in Phase Diagrams,and Its Theoretical Deduction 41 (p14): 2.4 The Theorem of the Corresponding Relationship(TCR)is an Indepen-dent Theorem,Not a Variant of the Phase Rule 44 (p15): 2.5 Corollaries of TCR for Isobaric Phase Diagrams 48 (p16): 2.6 The Relationship between the Dimensions of the Phase Boundary R1 and the Dimensions of the Boundary Rí for Isobaric Multiconponent Phase Diagrams 4858 (p17): 2.7 The Summary of the Boundary Theory of Isobaric Phase Diagrams 59 (p18): References-2 61 (p19): Chapter 3 Application of the Boundary Theory to Unary,Binary and Ternary Phase Diagrams 61 (p20): Comparison of the Boundary Theory Application and Palatnik-Landau's Contact Rule of Phase Regions 61 (p21): 3.1 Determination of Phase Assemblages of NPRs and the Characteristics of Their Boundaries by the Boundary Theory 63 (p22): 3.2 Application of the Boundary Theory to Unary Phase Diagrams 64 (p23): 3.3...
备用文件名
zlibzh/no-category/赵慕愚著, Muyu Zhao/相图边界理论及其应用 英文版_117828521.pdf
备选标题
The Boundary Theory of Phase Diagrams and Its Application : Rules for Phase Diagram Construction with Phase Regions and Their Boundaries
备选标题
THE BOUNDARY THEOTY OF PHASE DIAGRAMS AND ITS APPLICATION:RULES FOR PHASE DIAGRAM CONSTRUCTION WITH PHASE REGIONS AND THEIR BOUNDARIES
备选作者
Muyu Zhao; Lizhu Song; Xiaobao Fan; SpringerLink (Online service)
备选作者
Zhao, Muyu, Song, Lizhu, Fan, Xiaobao
备用出版商
Spektrum Akademischer Verlag. in Springer-Verlag GmbH
备用出版商
Steinkopff. in Springer-Verlag GmbH
备用出版商
Springer-Verlag Berlin Heidelberg
备用出版商
Science Press ; Springer
备用出版商
Springer Nature
备用版本
Springer Nature, Berlin, Heidelberg, 2011
备用版本
China, People's Republic, China
备用版本
2009, Berlin, Heidelberg, 2011
备用版本
Beijing, Berlin, cop. 2009
备用版本
Germany, Germany
备用版本
Dordrecht, 2009
备用版本
Berlin, 2010
备用版本
1, 20110530
元数据中的注释
Bookmarks: p1 (p3): Part One The Phase Rule,Its Deduction and Application
p2 (p3): Chapter 1 The Phase Rule,Its Deduction and Application
p3 (p3): 1.1 Why do We Discuss the Phase Rule at First
p4 (p4): 1.2 Different Methods for Deducing the Phase Rule:The Method of Gibbs Himself,Gibbs-Roozeboom's Method and the Method of Gibbs Free Energy Minimization
p5 (p14): 1.3 Determination of the Number of Independent Components by Brink-ley's Method
p6 (p25): 1.4 Some Remarks on the Application of the Phase Rule
p7 (p28): References-1
p8 (p28): Summary of Part One
p9 (p31): Part Two The Boundary Theory of Isobaric Phase Diagrams and Its Application
p10 (p31): Chapter 2 The Boundary Theory of Isobaric Phase Diagrams—Rules for Phase Diagram Construction
p11 (p31): 2.1 Introduction
p12 (p32): 2.2 Several Basic Concepts for Underlying the Phase Diagram
p13 (p38): 2.3 The Theorem of the Corresponding Relationship between the Total Nu-mber of All the Different Phases in NPRs Ф and the Dimensions of the Phase Boundary R1 in Phase Diagrams,and Its Theoretical Deduction
p14 (p41): 2.4 The Theorem of the Corresponding Relationship(TCR)is an Indepen-dent Theorem,Not a Variant of the Phase Rule
p15 (p44): 2.5 Corollaries of TCR for Isobaric Phase Diagrams
p16 (p48): 2.6 The Relationship between the Dimensions of the Phase Boundary R1 and the Dimensions of the Boundary Rí for Isobaric Multiconponent Phase Diagrams
p17 (p4858): 2.7 The Summary of the Boundary Theory of Isobaric Phase Diagrams
p18 (p59): References-2
p19 (p61): Chapter 3 Application of the Boundary Theory to Unary,Binary and Ternary Phase Diagrams
p20 (p61): Comparison of the Boundary Theory Application and Palatnik-Landau's Contact Rule of Phase Regions
p21 (p61): 3.1 Determination of Phase Assemblages of NPRs and the Characteristics of Their Boundaries by the Boundary Theory
p22 (p63): 3.2 Application of the Boundary Theory to Unary Phase Diagrams
p23 (p64): 3.3 Application of the Boundary Theory to Binary Phase Diagrams
p24 (p68): 3.4 Application of the Boundary Theory to Ternary Phase Diagrams
p25 (p82): 3.5 Explanation of Rhines'Ten Empirical Rules for Constructing Complicated Ternary Phase Diagrams with the Bounary Theory
p26 (p85): 3.6 Comparison of the Boundary Theory and the P-L's Contact Rule of Phase Regions
p27 (p91): References-3
p28 (p92): Chapter 4 The Application of the Boundary Theory of Phase Diag-rams to the Quaternary and Higher Number Component Phase Diagrams
p29 (p92): 4.1 Introduction
p30 (p92): 4.2 The Relationship among NPRs and their Boundaries in a Typical,Iso-baric,Quaternary Phase Diagram
p31 (p94): 4.3 During Temperature Decreasing,Some Cases of Variations of the NPRs and their Boundaries,May be Encountered for Several Types of Quaternary Isobaric Phase Diagrams
p32 (p106): 4.4 The Isobaric Quinary Phase Diagrams
p33 (p106): 4.5 Conclusion
p34 (p106): References-4
p35 (p107): Chapter 5 The Boundary Theory in Construction of Multicompo-nent Isothermal Sections
p36 (p107): 5.1 The Relationship among Neighboring Phase Regions(NPRs)and Th-eir Boundaries in Isobaric Isothermal Multicomponent Sections
p37 (p110): 5.2 The Non-Contact Phase Regions and the Boundaries between Them
p38 (p112): 5.3 Construction of an Isothermal Quinary Section,with Limited Information
p39 (p116): 5.4 The Method of Constructing an Isothermal Eight-Component Section
p40 (p121): 5.5 Summary of Using the Boundary Theory Method
p41 (p121): References-5
p42 (p122): Chapter 6 The Boundary Theory of Multicomponent Isobaric Isopleth Sections
p43 (p122): 6.1 Introduction
p44 (p123): 6.2 The Characteristics of Boundaries in Isopleth Sections for the Case of N≥2 and R1≥1
p45 (p126): 6.3 The Characteristics of Boundaries in the Isopleth Section for the Case of N≥2,R1=0,there is no Invariant Phase Transition between the two NPRs
p46 (p127): 6.4 The Case of N≥2,R1=0,there is an Invariant Phase Transition between the two NPRs.In this Case,there may be a Boundary Line or a Boundary Point between two NPRs
p47 (p129): 6.5 Example
p48 (p132): 6.6 The Theory of Two-Dimensional Sections of Isobaric Multicomponent Phase Diagrams
p49 (p134): References-6
p50 (p135): Chapter 7 The Application of the Boundary Theory to Isobaric Phase Diagrams
p51 (p135): 7.1 Brief Review of the Application for the Boundary Theory
p52 (p135): 7.2 The Analysis of the Fe-Cr-C Isopleth Section
p53 (p138): 7.3 The Application of the Boundary Theory to Phase Diagram Calculation
p54 (p145): 7.4 The Application of the Boundary Theory to Phase Diagram Assessment
p55 (p149): 7.5 The Application of the Boundary Theory to Phase Diagram Determination
p56 (p152): 7.6 The Application of the Boundary Theory to Phase Diagram Education
p57 (p152): References-7
p58 (p153): Summary of Part Two
p59 (p157): Part Three The Boundary Theory and Calculation of High Pressure Phase Diagrams
p60 (p157): Chapter 8 The Boundary Theory for p--T-xi Multicomponent Phase Diagrams
p61 (p157): 8.1 Introduction
p62 (p158): 8.2 The Theorem of Corresponding Relationship for p-T-xi Multicomponent Phase Diagrams and Its Corollaries
p63 (p160): 8.3 The Relationship between Rí and R1 in p-T-xi Multicomponent Phase Diagrams
p64 (p167): 8.4 The Relationship among NPRs and Their Boundaries for the p-T-x Binary Phase Diagrams
p65 (p168): 8.5 Relationship among NPRs and their Boundaries for the p-T-xi Ternary Phase Diagram
p66 (p170): 8.6 The Application of Boundary Theory for Quaternary p-T-xi Phase Diagrams
p67 (p171): 8.7 The Reliability of the Boundary Theory of Multicomponent p-T-xi Phase Diagrams
p68 (p171): References-8
p69 (p173): Chapter 9 The Calculation of Unary High-Pressure Phase Diagra-ms and the Boundary Theory of p-T Phase Diagrams of Multicomponent Systems
p70 (p173): 9.1 Introduction
p71 (p174): 9.2 Calculation of Uuary p-T Diagrams
p72 (p176): 9.3 The Boundary Theory of p-T Phase Diagrams of Multiconponent Systems without Composition Variable
p73 (p177): Referenees-9
p74 (p178): Chapter 10 Calculation of Binary High-Pressure Phase Diagrams
p75 (p178): 10.1 Principles for the Calculation of Binary Phase Diagrams at Elevated Pressures
p76 (p180): 10.2 Calculation of the Standard Molar Gibbs Free Energy for the Pure Components
p77 (p181): 10.3 Calculation of Activity Coefficients γi(T,p0,xi)of the i-th Component in the Equilibrium Phases
p78 (p183): 10.4 Partial Molar Volumes
p79 (p186): 10.5 Some Remarks on the Values of α andβ
p80 (p187): 10.6 Example-Calculation of the Cd-Pb Phase Diagram at High Pressure
p81 (p194): References-10
p82 (p196): Chapter 11 The Calculation of High-Pressure Ternary Phase Dia-grams
p83 (p196): 11.1 The Characteristics of the Boundaries of the High-Pressure Ternary Phase Diagrams,and the Basic Equations for Their Calculation
p84 (p201): 11.2 The Treatment of Thermodynamic Parameters for Ternary Systems at High Pressure
p85 (p204): 11.3 Verification of the Estimation Method for the Excess Molar Volume by Experiment
p86 (p206): 11.4 The Calculation of High-Pressure Phase Diagrams of Cd-Pb-Sn and Cd-Sn-Zn Systems
p87 (p219): 11.5 Verification of Calculated High-Pressure Ternary Phase Diagrams through Experimental Determination
p88 (p221): 11.6 The Comparison between the Methods of Experimental Determina-tion and Thermodynamic Calculation of High Pressure Phase Diagrams
p89 (p223): References-11
p90 (p224): Summary of Part Three
p91 (p226): References of This Book
p92 (p230): Important Symbols
p93 (p232): Index
p94 (p234): Annex
p2 (p3): Chapter 1 The Phase Rule,Its Deduction and Application
p3 (p3): 1.1 Why do We Discuss the Phase Rule at First
p4 (p4): 1.2 Different Methods for Deducing the Phase Rule:The Method of Gibbs Himself,Gibbs-Roozeboom's Method and the Method of Gibbs Free Energy Minimization
p5 (p14): 1.3 Determination of the Number of Independent Components by Brink-ley's Method
p6 (p25): 1.4 Some Remarks on the Application of the Phase Rule
p7 (p28): References-1
p8 (p28): Summary of Part One
p9 (p31): Part Two The Boundary Theory of Isobaric Phase Diagrams and Its Application
p10 (p31): Chapter 2 The Boundary Theory of Isobaric Phase Diagrams—Rules for Phase Diagram Construction
p11 (p31): 2.1 Introduction
p12 (p32): 2.2 Several Basic Concepts for Underlying the Phase Diagram
p13 (p38): 2.3 The Theorem of the Corresponding Relationship between the Total Nu-mber of All the Different Phases in NPRs Ф and the Dimensions of the Phase Boundary R1 in Phase Diagrams,and Its Theoretical Deduction
p14 (p41): 2.4 The Theorem of the Corresponding Relationship(TCR)is an Indepen-dent Theorem,Not a Variant of the Phase Rule
p15 (p44): 2.5 Corollaries of TCR for Isobaric Phase Diagrams
p16 (p48): 2.6 The Relationship between the Dimensions of the Phase Boundary R1 and the Dimensions of the Boundary Rí for Isobaric Multiconponent Phase Diagrams
p17 (p4858): 2.7 The Summary of the Boundary Theory of Isobaric Phase Diagrams
p18 (p59): References-2
p19 (p61): Chapter 3 Application of the Boundary Theory to Unary,Binary and Ternary Phase Diagrams
p20 (p61): Comparison of the Boundary Theory Application and Palatnik-Landau's Contact Rule of Phase Regions
p21 (p61): 3.1 Determination of Phase Assemblages of NPRs and the Characteristics of Their Boundaries by the Boundary Theory
p22 (p63): 3.2 Application of the Boundary Theory to Unary Phase Diagrams
p23 (p64): 3.3 Application of the Boundary Theory to Binary Phase Diagrams
p24 (p68): 3.4 Application of the Boundary Theory to Ternary Phase Diagrams
p25 (p82): 3.5 Explanation of Rhines'Ten Empirical Rules for Constructing Complicated Ternary Phase Diagrams with the Bounary Theory
p26 (p85): 3.6 Comparison of the Boundary Theory and the P-L's Contact Rule of Phase Regions
p27 (p91): References-3
p28 (p92): Chapter 4 The Application of the Boundary Theory of Phase Diag-rams to the Quaternary and Higher Number Component Phase Diagrams
p29 (p92): 4.1 Introduction
p30 (p92): 4.2 The Relationship among NPRs and their Boundaries in a Typical,Iso-baric,Quaternary Phase Diagram
p31 (p94): 4.3 During Temperature Decreasing,Some Cases of Variations of the NPRs and their Boundaries,May be Encountered for Several Types of Quaternary Isobaric Phase Diagrams
p32 (p106): 4.4 The Isobaric Quinary Phase Diagrams
p33 (p106): 4.5 Conclusion
p34 (p106): References-4
p35 (p107): Chapter 5 The Boundary Theory in Construction of Multicompo-nent Isothermal Sections
p36 (p107): 5.1 The Relationship among Neighboring Phase Regions(NPRs)and Th-eir Boundaries in Isobaric Isothermal Multicomponent Sections
p37 (p110): 5.2 The Non-Contact Phase Regions and the Boundaries between Them
p38 (p112): 5.3 Construction of an Isothermal Quinary Section,with Limited Information
p39 (p116): 5.4 The Method of Constructing an Isothermal Eight-Component Section
p40 (p121): 5.5 Summary of Using the Boundary Theory Method
p41 (p121): References-5
p42 (p122): Chapter 6 The Boundary Theory of Multicomponent Isobaric Isopleth Sections
p43 (p122): 6.1 Introduction
p44 (p123): 6.2 The Characteristics of Boundaries in Isopleth Sections for the Case of N≥2 and R1≥1
p45 (p126): 6.3 The Characteristics of Boundaries in the Isopleth Section for the Case of N≥2,R1=0,there is no Invariant Phase Transition between the two NPRs
p46 (p127): 6.4 The Case of N≥2,R1=0,there is an Invariant Phase Transition between the two NPRs.In this Case,there may be a Boundary Line or a Boundary Point between two NPRs
p47 (p129): 6.5 Example
p48 (p132): 6.6 The Theory of Two-Dimensional Sections of Isobaric Multicomponent Phase Diagrams
p49 (p134): References-6
p50 (p135): Chapter 7 The Application of the Boundary Theory to Isobaric Phase Diagrams
p51 (p135): 7.1 Brief Review of the Application for the Boundary Theory
p52 (p135): 7.2 The Analysis of the Fe-Cr-C Isopleth Section
p53 (p138): 7.3 The Application of the Boundary Theory to Phase Diagram Calculation
p54 (p145): 7.4 The Application of the Boundary Theory to Phase Diagram Assessment
p55 (p149): 7.5 The Application of the Boundary Theory to Phase Diagram Determination
p56 (p152): 7.6 The Application of the Boundary Theory to Phase Diagram Education
p57 (p152): References-7
p58 (p153): Summary of Part Two
p59 (p157): Part Three The Boundary Theory and Calculation of High Pressure Phase Diagrams
p60 (p157): Chapter 8 The Boundary Theory for p--T-xi Multicomponent Phase Diagrams
p61 (p157): 8.1 Introduction
p62 (p158): 8.2 The Theorem of Corresponding Relationship for p-T-xi Multicomponent Phase Diagrams and Its Corollaries
p63 (p160): 8.3 The Relationship between Rí and R1 in p-T-xi Multicomponent Phase Diagrams
p64 (p167): 8.4 The Relationship among NPRs and Their Boundaries for the p-T-x Binary Phase Diagrams
p65 (p168): 8.5 Relationship among NPRs and their Boundaries for the p-T-xi Ternary Phase Diagram
p66 (p170): 8.6 The Application of Boundary Theory for Quaternary p-T-xi Phase Diagrams
p67 (p171): 8.7 The Reliability of the Boundary Theory of Multicomponent p-T-xi Phase Diagrams
p68 (p171): References-8
p69 (p173): Chapter 9 The Calculation of Unary High-Pressure Phase Diagra-ms and the Boundary Theory of p-T Phase Diagrams of Multicomponent Systems
p70 (p173): 9.1 Introduction
p71 (p174): 9.2 Calculation of Uuary p-T Diagrams
p72 (p176): 9.3 The Boundary Theory of p-T Phase Diagrams of Multiconponent Systems without Composition Variable
p73 (p177): Referenees-9
p74 (p178): Chapter 10 Calculation of Binary High-Pressure Phase Diagrams
p75 (p178): 10.1 Principles for the Calculation of Binary Phase Diagrams at Elevated Pressures
p76 (p180): 10.2 Calculation of the Standard Molar Gibbs Free Energy for the Pure Components
p77 (p181): 10.3 Calculation of Activity Coefficients γi(T,p0,xi)of the i-th Component in the Equilibrium Phases
p78 (p183): 10.4 Partial Molar Volumes
p79 (p186): 10.5 Some Remarks on the Values of α andβ
p80 (p187): 10.6 Example-Calculation of the Cd-Pb Phase Diagram at High Pressure
p81 (p194): References-10
p82 (p196): Chapter 11 The Calculation of High-Pressure Ternary Phase Dia-grams
p83 (p196): 11.1 The Characteristics of the Boundaries of the High-Pressure Ternary Phase Diagrams,and the Basic Equations for Their Calculation
p84 (p201): 11.2 The Treatment of Thermodynamic Parameters for Ternary Systems at High Pressure
p85 (p204): 11.3 Verification of the Estimation Method for the Excess Molar Volume by Experiment
p86 (p206): 11.4 The Calculation of High-Pressure Phase Diagrams of Cd-Pb-Sn and Cd-Sn-Zn Systems
p87 (p219): 11.5 Verification of Calculated High-Pressure Ternary Phase Diagrams through Experimental Determination
p88 (p221): 11.6 The Comparison between the Methods of Experimental Determina-tion and Thermodynamic Calculation of High Pressure Phase Diagrams
p89 (p223): References-11
p90 (p224): Summary of Part Three
p91 (p226): References of This Book
p92 (p230): Important Symbols
p93 (p232): Index
p94 (p234): Annex
元数据中的注释
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备用描述
The Boundary Theory of Phase Diagrams and Its Application -- Rules for Phase Diagram Construction with Phase Regions and Their Boundaries presents a novel theory of phase diagrams. Thoroughly revised on the basis of the Chinese edition and rigorously reviewed, this book inspects the general feature and structure of phase diagrams, and reveals that there exist actually two categories of boundaries. This innovative boundary theory has solved many difficulties in understanding phase diagrams, and also finds its application in constructing multi-component phase diagrams or in calculating high-pressure phase diagrams. Researchers and engineers as well as graduate students in the areas of chemistry, metallurgy and materials science will benefit from this book. Prof. Muyu Zhao was the recipient of the 1998 Prize for Progress in Science and Technology (for his work on the boundary theory of phase diagrams) awarded by the National Commission of Education, China, and many other prizes.
备用描述
By Muyu Zhao, Lizhu Song, Xiaobao Fan.
开源日期
2024-06-13
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