Fr. 170.00

Principles and Applications of Mass Transfer - The Design of Separation Processes for Chemical Biochemical

English · Hardback

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Principles and Applications of Mass Transfer
 
Core textbook teaching mass transfer fundamentals and applications for the design of separation processes in chemical, biochemical, and environmental engineering
 
Principles and Applications of Mass Transfer teaches the subject of mass transfer fundamentals and their applications to the design of separation processes with enough depth of coverage to guarantee that students using the book will, at the end of the course, be able to specify preliminary designs of the most common separation process equipment.
 
Reflecting the growth of biochemical applications in the field of chemical engineering, the fourth edition expands biochemical coverage, including transient diffusion, environmental applications, electrophoresis, and bioseparations. Also new to the fourth edition is the integration of Python programs, which complement the Mathcad programs of the previous edition.
 
On the accompanying instructor's website, the online appendices contain a downloadable library of Python and Mathcad programs for the example problems in each chapter. A complete solution manual for all end-of-chapter problems, both in Mathcad and Python, is also provided.
 
Some of the topics covered in Principles and Applications of Mass Transfer include:
* Molecular mass transfer, covering concentrations, velocities and fluxes, the Maxwell-Stefan relations, and Fick's first law for binary mixtures
* The diffusion coefficient, covering diffusion coefficients for binary ideal gas systems, dilute liquids, and concentrated liquids
* Convective mass transfer, covering mass-transfer coefficients, dimensional analysis, boundary layer theory, and mass- and heat-transfer analogies
* Interphase mass transfer, covering diffusion between phases, material balances, and equilibrium-stage operations
* Gas dispersed gas-liquid operations, covering sparged vessels, tray towers, diameter, and gas-pressure drop, and weeping and entrainment
 
Principles and Applications of Mass Transfer is an essential textbook for undergraduate chemical, biochemical, mechanical, and environmental engineering students taking a core course on Separation Processes or Mass Transfer Operations, along with mechanical engineers and mechanical engineering students starting to get involved in combined heat- and mass-transfer applications.

List of contents

Preface to the Fourth Edition xvii
 
Preface to the Third Edition xix
 
Preface to the Second Edition xxi
 
Preface to the First Edition xxiii
 
Nomenclature xxv
 
1. Fundamentals of Mass Transfer 1
 
1.1 Introduction 1
 
1.2 Molecular Mass Transfer 3
 
1.2.1 Concentrations 4
 
1.2.2 Velocities and Fluxes 10
 
1.2.3 The Maxwell-Stefan Relations 12
 
1.2.4 Fick's First Law for Binary Mixtures 15
 
1.3 The Diffusion Coefficient 16
 
1.3.1 Diffusion Coefficients for Binary Ideal Gas Systems 17
 
1.3.2 Diffusion Coefficients for Dilute Liquids 22
 
1.3.3 Diffusion Coefficients for Concentrated Liquids 26
 
1.3.4 Effective Diffusivities in Multi component Mixtures 28
 
1.4 Steady-state Molecular Diffusion in Fluids 34
 
1.4.1 Molar Flux and the Equation of Continuity 34
 
1.4.2 Steady-State Molecular Diffusion in Gases 35
 
1.4.3 Steady-State Molecular Diffusion in Liquids 47
 
1.5 Steady-state Diffusion in Solids 50
 
1.5.1Steady-State Binary Molecular Diffusion in Porous Solids 51
 
1.5.2 Knudsen Diffusion in Porous Solids 52
 
1.5.3 Hydrodynamic Flow of Gases in Porous Solids 55
 
1.5.4"DustyGas"Model for Multi component Diffusion 57
 
1.6 Transient Molecular Diffusion in Solids 58
 
1.7 Diffusion with Homogeneous Chemical Reaction 62
 
1.8 Analogies Among Molecular Transfer Phenomena 66
 
Problems 68
 
References 83
 
Appendix 1.1 84
 
Appendix 1.2 85
 
Appendix 1.3 86
 
Appendix 1.4 89
 
2. Convective Mass Transfer 91
 
2.1 Introduction 91
 
2.2 Mass-transfer Coefficients 92
 
2.2.1 Diffusion of A Through Stagnant B (NB=0,PsiA=1) 92
 
2.2.2 Equimolar Counter diffusion (NB=-NA,PsiA=undefined) 95
 
2.3 Dimensional Analysis 96
 
2.3.1 The Buckingham Method 97
 
2.4 Flow Past Flat Plate in Laminar Flow; Boundary Layer Theory 101
 
2.5 Mass- and Heat-transfer Analogies 108
 
2.6 Convective Mass-transfer Correlations 116
 
2.6.1 Mass-Transfer Coefficients for Flat Plates 116
 
2.6.2 Mass-Transfer Coefficients for a Single Sphere 118
 
2.6.3 Mass-Transfer Coefficients for Single Cylinders 122
 
2.6.4 Turbulent Flow in Circular Pipes 122
 
2.6.5 Mass Transfer in Packed and Fluidized Beds 128
 
2.6.6 Mass Transfer in Hollow-Fiber Membrane Modules130
 
2.7Multi component Mass-transfer Coefficients 133
 
Problems 135
 
References 149
 
Appendix 2.1 152
 
Appendix 2.2 153
 
3. Interphase Mass Transfer 155
 
3.1Introduction 155
 
3.2 Equilibrium Considerations in Chemical and Biochemical Systems 155
 
3.2.1 Chemical Phase Equilibria 156
 
3.2.2 Biochemical Equilibrium Concepts (Seaderetal.,2011) 160
 
3.3 Diffusion Between Phases 166
 
3.3.1 Two-Resistance Theory 166
 
3.3.2 Overall Mass-Transfer Coefficients 168
 
3.3.3 Local Mass-Transfer Coefficients: General Case 172
 
3.4 Material Balances 180
 
3.4.1 Counter current Flow 180
 
3.4.2 Co current Flow 194
 
3.4.3 Batch Processes 195
 
3.5 Equilibrium-stage Operations 196
 
Problems 204
 
References 216
 
Appendix 3.1 217
 
Appendix 3.2 218
 
Appendix 3.3 219
 
Appendix 3.4 220
 
Appendix 3.5 221
 
4. Equipment for Gas-liquid Mass-transfer Operations 225
 
4.1 Introduction 225
 
4.2 Gas-liquid Operations :Liquid Dispersed 225
 

About the author










Jaime Benítez attended the School of Engineering of the University of Puerto Rico where he received a BS in Chemical Engineering in 1970 and a MS in Nuclear Engineering in 1972. He earned his PhD in Chemical and Environmental Engineering at Rensselaer Polytechnic Institute in 1976. That year, he joined the faculty of the Chemical Engineering Department of the University of Puerto Rico where he taught continuously until 2014. He is now an adjunct lecturer at the University of Florida at Gainesville.

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