Mass transport phenomena:
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
New York, NY [u.a.]
Holt, Rinehart & Winston
1972
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| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XIV, 495 S. Ill., graph. Darst. 24 cm |
| ISBN: | 0030852331 |
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| 245 | 1 | 0 | |a Mass transport phenomena |c Christie J. Geankoplis |
| 264 | 1 | |a New York, NY [u.a.] |b Holt, Rinehart & Winston |c 1972 | |
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| 650 | 4 | |a Mass transfer | |
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Datensatz im Suchindex
| _version_ | 1804116382002970624 |
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| adam_text | Titel: Mass transport phenomena
Autor: Geankoplis, Christie John
Jahr: 1972
Contents
1 Molecular Mass Transport Phenomena in Fluids
1.1 INTRODUCTION TO TRANSPORT PHENOMENA 1
A. Purpose B, General Transport Equation
1.2 TRANSPORT PHENOMENA FOR MOMENTUM, HEAT,
AND MASS TRANSPORT 4
A. Introduction to Molecular Transport B. Molecular Momentum
Transport C. Molecular Heat Transport D. Molecular Mass Transport
1.3 INTRODUCTION TO MOLECULAR MASS TRANSPORT 11
1.4 MOLECU LAR TRANSPORT EQUATIONS 13
A. Fick s Law B. Equimolar Counterdiffusion
1.5 COMPARISON OF MOLECULAR TRANSPORT FOR MOMENTUM, HEAT,
AND MASS TRANSFER 18
1.6 MOLECULAR DIFFUSION COEFFICIENTS FOR BINARY GASES 20
A. Experimental Determination of Diffusion Coefficients B. Experimental
Data C. Prediction of Diffusion Coefficients
1.7 DERIVATION OF EQUATION FOR MOLECULAR TRANSPORT PLUS
CONVECTIVE FLOW USING MOLAR FLUXES 35
A. Derivation Using the Sum of Diffusion Plus Convective Velocities-
Method I B. Derivation Usingthe Stefan-Maxwell Equations-Method II
C. Integration of the General Equation for Diffusion Plus Convection at
Steady-State
1.8 DIFFUSION AND CHEMICAL REACTION 45
A. Heterogeneous Reaction on a Solid Surface B. Homogeneous
Reaction in a Phase
1.9 SOLUTION OF MASS TRANSPORT DIFFERENTIAL EQUATIONS BY
NUMERICAL METHODS AND DIGITAL COMPUTER 50
A. Introduction B. Initial-Value Problems C. Boundary-Value
Problems
1.10 STEAPY-STATE MULTICOMPONENT DIFFUSION OF GASES 59
A. Component A Diffusing through a Stagnant Multicomponent Mixture
B. Components A and B Diffusing through Stagnant C C. Equimolar
Diffusion of Three Components D. General Case for Diffusion of
Two or More Components
2 Transport Phenomena and the Basic Equations of Change 78
2.1 INTRODUCTIONTOEQUATIONSOFCHANGE 78
A. Purpose and Use of Equations of Change B. Physical and Chemical
Properties and Boundary Conditions C. Discussion of Types of
Derivatives with Respect to Time D. Introduction to Scalars,
Vectors, and Differential Operators
2.2 EQUATION OF CONTINUITY FOR A PURE FLUID 84
2.3 EQUATION OF MOTION FOR A PURE FLUID 86
A. Equation for All Fluids B. Equation for Newtonian Fluids C. Use of
the Equations of Continuity and Motion
2.4 EQUATION OF ENERGY CHANGE FOR A PURE FLUID 91
A. The General Equation B. Special Equations C. Use of Equation
of Energy Change
2.5 RELATION BETWEEN DIFFERENT TYPES OF FLUXES AND FICK S LAW
IN BINARY SYSTEMS 95
2.6 EQUATIONS OF CONTINUITY FOR A BINARY MIXTURE 99
A. The General Equation B. Special Equations C, Use of Equations
of Continuity for a Binary Mixture
2.7 EQUATIONS OF ENERGY CHANGE AND CONTINUITY FOR A BINARY
MIXTURE 104
2.8 MASS FLUXES FOR MULTICOMPONENT SYSTEMS IN TERMS OF
TRANSPORT PROPERTIES 107
2.9 DIMENSIONAL ANALYSIS OF EQUATIONS OF CHANGE 108
3 Molecular Mass Transport Phenomena in Liquids 119
3.1 MOLECULAR TRANSPORT EQUATIONS FOR LIQUIDS 119
A. General Equation B. Diffusion of A through Stagnant B
C. Equimolar Counterdiffusion of A and B
3.2 MOLECULAR DIFFUSION COEFFICIENTS FOR LIQUIDS 124
A. Experimental Determination of Diffusion Coefficients B. Experimental
Data C. Prediction of Diff usivities for Binary Solutions D. Prediction
of Dîffusivities for Multicomponent Solutions
3.3 MOLECULAR TRANSPORT AND CHEMICAL REACTION IN LIQUIDS 131
A. Steady-State Reaction and Diffusion B, Unsteady-State Reaction
and Diffusion in a Semi-Infinite Medium
3.4 INTRODUCTION TO THERMODYNAMICS OF IRREVERSIBLE PROCESSES
AND ONSAGER S RECIPROCAL RELATIONS 136
4 Mass Transport Phenomena in Solids 143
4.1 steady-state mass transport equations for solids 143
A. Introduction and General Types of Diffusion in Solids B. Diffusion
That Does Not Depend on Structure
4.2 DIFFUSION IN POROUS SOLIDS THAT DEPENDS ON STRUCTURE 149
A. Introduction and Diffusion of Liquids B. Diffusion of Gases in Pores
C. Flux Ratios for Diffusion of Gases D. Multicomponent Diffusion in
the Transition Region E. Forced Flow of Gases in Pores due to Total
Pressure Differences F. Diffusion and Reaction in Porous Solids
4.3 DIFFUSION AND REACTION IN SOLIDS 163
A. Diffusion and Reaction in a Single Phase B. Diffusion and Reaction
Where a Second Phase Forms
4.4 STEADY-STATE DIFFUSION IN TWO DIMENSIONS 166
A. Derivation of Basic Equation and Analytical Solution B. Numerical
Methods for Solution of Steady-State Diffusion
4.5 DETERMINATION OF DIFFUSIVITIES IN SOLIDS 180
A. Steady-State Methods B. Unsteady-State Methods
5 Unsteady-State Diffusion 193
5.1 DERIVATION OF BASIC EQUATIONS FOR UNSTEADY-STATE
DIFFUSION 193
5.2 SOLUTION OF EQUATIONS BY ANALYTICAL METHODS USING
THE METHOD OF SEPARATION OF VARIABLES 195
A. Basic Derivation B, Formalized Method Using Euler Formulas
C. Unsteady-State Charts
5.3 SOLUTION OF EQUATIONS BY ANALYTICAL METHODS USING
THE LAPLACETRANSFORM 210
A. Basic Theory Of Laplace Transform B. Solution Of Unsteady-State
Diffusion By Laplace Transform
5.4 INTRODUCTION TO NUMERICAL METHODS USING THE EXPLICIT
METHOD WITH THE DIGITAL COMPUTER 216
5.5 NUMERICAL METHODS USING THE IMPLICIT METHOD WITH
THE DIGITAL COMPUTER 224
5.6 NUMERICAL METHODS FOR OTHER PHYSICAL GEOMETRIES 229
A. Flat Slabs in Series B. Resistance between Flat Slabs in Series
5.7 COMBINED NUMERICAL-ANALOG COMPUTER METHOD 238
5.8 NUMERICAL METHODS FOR HEAT OR MASS TRANSFER 239
5.9 UNSTEADY-STATE DIFFUSION IN COMPOSITE MEDIA 239
A. Two Slabs in Series, No Interface Resistance B. Two Slabs in Series,
Interface Resistance Present C. Diffusion and Phase Change
6 Mass Transfer Coefficients in Laminar and
Turbulent Flow 250
6.1 INTRODUCTION TO TURBULENT TRANSPORT 250
6.2 DERIVATION OF GENERAL EQUATION FOR MASS TRANSFER
COEFFICIENTS 252
6.3 DEFINITION OF VARIOUS MASS TRANSFER COEFFICIENTS 254
A. Introduction to Theory B. Equimolar Counterdiffusion C. Diffusion
of A through Stagnant B D. Multicomponent Turbulent Transport
6.4 MASS TRANSFER COEFFICIENTS IN LAMINAR FLOW 261
A. Introduction B. Mass Transport from a Tube Wall in Laminar Flow
C. Mass Transport from a Gas into a Falling Liquid Film in Laminar Flow
6.5 MASS TRANSFER COEFFICIENTS IN TURBULENT FLOW 268
A. Introduction and Dimensionless Numbers Used to Correlate Data
B. Analogies between Mass, Heat, and Momentum Transport g g
C. Dimensional Analysis and Buckingham Pi Theorem
6.6 CONCENTRATION DRIVING FORCES TO USE WITH MASS TRANSFER
COEFFICIENTS 277
A. Ln-Mean Driving Force B. Graphical Integration C. Analog
Computer Solution for Integration D. Numerical Integration and
Simpson s Rule E. Digital Computer Solution for Numerical Integration 91
6.7 EXPERIMENTAL MASS TRANSFER COEFFICIENTS 286 Q 2
A. Experimental Methods to Determine Mass Transfer Coefficients
B. Correlations of Mass Transfer Coefficients
6.8 MASS TRANSFER COEFFICIENTS AND TURBULENCE THEORIES 9.3
AND MODELS 299
A. Film Theory B. Penetration Theory C. Eddy Diffusivity Theory
D.J Factor Empirical Model E. Boundary Layer Theory 9.4
9.5
7 Interphase Mass Transport 313
7.1 INTRODUCTION TO INTERPHASE MASS TRANSPORT 313
7.2 EQUILIBRIUM RELATIONS BETWEEN PHASES 314
A. Experimental Determination B, Use of Phase Rule and Equilibrium
Relations
7.3 MASS TRANSPORT BETWEEN TWO PHASES 318 101
A. Concentration Profiles B. Interface Compositions and Film Mass 10-2
Transfer Coefficients C. Overall Mass Transfer Coefficients and
Driving Forces
7.4 MASS TRANSPORT AND CHEMICAL REACTION IN TWO PHASES 332 10.3
A. Introduction to Two-Phase Reactions B. Slow First-Order Irreversible
Reaction Using the Film Theory C. Very Fast Second-Order Irreversible
Reaction and Film Theory D. Very Fast Second-Order Irreversible
Reaction and Unsteady-State or Penetration Theory E, Slow 10.4
Second-Order Reaction
8 Continuous Two-Phase Mass Transport Processes 348
10.5
8.1 INTRODUCTION TO CONTINUOUS TWO-PHASE MASS TRANSPORT
PROCESSES 348
A. Classification of Two-Phase Continuous Processes B. Introduction to A.1-1
the Theory of Two-Phase Continuous Processes A,1 -2
8.2 MATERIAL BALANCES AND OPERATING LINES 350
A. Countercurrent Processes B. Cocurrent Processes
8.3 DESIGN METHODS FOR CONTINUOUS COUNTERCURRENT
PROCESSES 369
A. Method Using Film Mass Transfer Coefficients B. Method Using . _ 1
Overall Mass Transfer Coefficients C. Method Using Transfer Units A,Ztal
D. Simplified Design Methods for Dilute Gases and A Diffusing through A.2-2
stagnants A.2-3
8.4 ESTIMATION OF MASS TRANSFER COEFFICIENTS IN PACKED A.2-4
TOWERS 394 A.2-5
A.3 Unsteady-State Charts 471
A.3-1 CHART FOR DETERMINING CONCENTRATION HISTORY AT SURFACE OF
FLAT PLATE {n = 1.0) 471
A.3-2 CHART FOR DETERMINING CONCENTRATION HISTORY AT CENTER (n = 0)
AND MIDPLANE (n - 0.5) OF FLAT PLATE 472
A.3-3 CHART FOR DETERMINING CONCENTRATION HISTORY AT CENTER
OF FLAT PLATE 473
A.3-4 CHART FOR DETERMINING CONCENTRATION HISTORY AT SURFACE OF
INFINITELY LONG CYLINDER 474
A.3-5 CHART FOR DETERMINING CONCENTRATION HISTORY AT CENTER
In = 0) AND HALF-RADIUS (n - 0.5) OF INFINITELY LONG
CYLINDER 47*5
A.3-6 CHART FOR DETERMINING CONCENTRATION HISTORY AT CENTER
OF INFINITELY LONG CYLINDER 476
A.3-7 POSITION CORRECTION FACTORS FOR DIMENSIONLESS
CONCENTRATION RATIOS FOR FLAT PLATE (X 2) 477
A.3-8 POSITION CORRECTION FACTORS FOR DIMENSIONLESS
CONCENTRATION RATIOS FOR INFINITELY LONG CYLINDER
(X 2) 477
A.4 Equilibrium Data 478
A.4-1 HENRY S LAW CONSTANTS FOR GASES IN WATER 478
M-2 EQUILIBRIUM DATA FOR AMMONIA-WATER SYSTEM 478
A.4-3 EQUILIBRIUM DATA FOR S02-WATER SYSTEM 479
A.4-4 EQUILIBRIUM DATA FOR METHANOL-WATER SYSTEM 479
A.4-5 EQUILIBRIUM DATA FOR ACETONE-WATER SYSTEM AT 68°F 479
A.4-6 ACETIC ACID-WATER-ISOPROPYL ETHER SYSTEM, LIQUID-LIQUID
EQUILIBRIA AT 20°C 480
A.4-7 STYRENE-ETHYL BENZENE-DIETHYLENE GLYCOL SYSTEM,
LIQUID-LIQUID EQUILIBRIA 480
A.4-8 EQUILIBRIUM DATA FOR ETHANOL-WATER SYSTEM ATI ATM 481
Index 483
|
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| language | English |
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| spelling | Geankoplis, Christie J. Verfasser aut Mass transport phenomena Christie J. Geankoplis New York, NY [u.a.] Holt, Rinehart & Winston 1972 XIV, 495 S. Ill., graph. Darst. 24 cm txt rdacontent n rdamedia nc rdacarrier Mass transfer Transport theory Stoffübergang (DE-588)4183410-0 gnd rswk-swf Stoffübertragung (DE-588)4057696-6 gnd rswk-swf Stoffübertragung (DE-588)4057696-6 s DE-604 Stoffübergang (DE-588)4183410-0 s HBZ Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=001265506&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Geankoplis, Christie J. Mass transport phenomena Mass transfer Transport theory Stoffübergang (DE-588)4183410-0 gnd Stoffübertragung (DE-588)4057696-6 gnd |
| subject_GND | (DE-588)4183410-0 (DE-588)4057696-6 |
| title | Mass transport phenomena |
| title_auth | Mass transport phenomena |
| title_exact_search | Mass transport phenomena |
| title_full | Mass transport phenomena Christie J. Geankoplis |
| title_fullStr | Mass transport phenomena Christie J. Geankoplis |
| title_full_unstemmed | Mass transport phenomena Christie J. Geankoplis |
| title_short | Mass transport phenomena |
| title_sort | mass transport phenomena |
| topic | Mass transfer Transport theory Stoffübergang (DE-588)4183410-0 gnd Stoffübertragung (DE-588)4057696-6 gnd |
| topic_facet | Mass transfer Transport theory Stoffübergang Stoffübertragung |
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