
Fundamentals of Soft Interfaces in Colloid and Surface Chemistry
- 1st Edition, Volume 37 - September 9, 2024
- Imprint: Academic Press
- Author: Hiroyuki Ohshima
- Language: English
- Paperback ISBN:9 7 8 - 0 - 4 4 3 - 1 6 1 1 6 - 2
- eBook ISBN:9 7 8 - 0 - 4 4 3 - 1 6 1 1 7 - 9
This book explains and summarizes the fundamentals of soft interfaces and soft particles from a colloid and surface chemistry standpoint, bringing knowledge together into a si… Read more

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Request a sales quoteThis book explains and summarizes the fundamentals of soft interfaces and soft particles from a colloid and surface chemistry standpoint, bringing knowledge together into a single resource for the first time. It provides detailed mathematical description of colloidal and interfacial systems, with a particular emphasis on ionic, electrokinetic, and electrostatic phenomena. Hiroyuki Ohshima covers the most recent theoretical advances in the field of electrostatic interactions between soft interfaces, electrophoresis, diffusiophoresis, gel electrophoresis of soft particles including ionic size effects, ion-partitioning effects, and the effects of hydrodynamic slip on hydrophobic surfaces. It will help readers by providing a range of approximate analytic formulas which can be used to interpret various interfacial phenomena of soft interfaces and analyze experimental data in various fields. Fundamentals of Soft Interfaces in Colloid and Surface Chemistry is written for graduate students and researchers chiefly in chemistry but also chemical engineering, physics, and materials science.
- Utilizes rigorous theories and the various useful approximate analytical formulas based upon them
- Describes basic theories for various electrostatic and electrokinetic phenomena of soft interfaces
- Provides many formulas used to interpret and analyze experimental data of soft interfaces
- Cover image
- Title page
- Table of Contents
- Copyright
- Interface Science and Technology
- Preface
- List of symbols
- Part I Charge and potential at soft interfaces
- Chapter 1. Poisson–Boltzmann equation for the potential distribution around a charged surface
- 1.1. Introduction
- 1.2. Charge and potential of a hard particle
- 1.3. Charge and potential of a soft particle
- 1.4. pH-dependent potential distribution across a soft interface
- 1.5. Diffuse soft interfaces
- Chapter 2. Effects of ionic size: The modified Poisson–Boltzmann equation
- 2.1. Introduction
- 2.2. Modified Poisson–Boltzmann equation
- 2.3. Potential distribution around a spherical or cylindrical colloidal particle
- Chapter 3. Ion-size effect on charge and potential relationship
- 3.1. Introduction
- 3.2. Modified Poisson-Boltzmann equation for a soft interface
- 3.3. Potential distribution across a soft interface
- Chapter 4. Discrete charge effects
- 4.1. Introduction
- 4.2. A planar hard surface
- 4.3. Discrete charge effects on the Donnan potential and surface potential of a soft particle
- Part II Interaction between two colloidal particles
- Chapter 5. Electrostatic interaction between two hard particles
- 5.1. Introduction
- 5.2. Electrostatic forces between two charged particles in an electrolyte solution
- 5.3. Electrostatic interaction between two parallel weakly charged similar plates
- 5.4. General expressions for the force and energy of the electrostatic interaction between two parallel arbitrarily charged similar plates
- 5.5. Electrostatic interaction between two parallel weakly charged dissimilar plates
- 5.6. Linear superposition approximation
- 5.7. Derjaguin's approximation
- Chapter 6. Ion-size effect on the electrostatic interaction between two particles
- 6.1. Introduction
- 6.2. Linear superposition approximation
- 6.3. Exact electrostatic interaction force and energy between two parallel similar plates
- Chapter 7. Electrostatic interaction between two soft particles
- 7.1. Introduction
- 7.2. Two parallel soft plates
- 7.3. Two soft spheres
- 7.4. Two soft cylinders
- 7.5. pH effects
- 7.6. Ion-partitioning effects
- 7.7. Effects of polymer segment distribution: A soft-step function model
- 7.8. Ion-size effects
- 7.9. Discrete charge effects
- 7.10. Interaction between two soft particles after contact
- Chapter 8. van der Waals interaction between two particles
- 8.1. Introduction
- 8.2. Interaction between two parallel plates
- 8.3. Two spheres or cylinders
- 8.4. Two spheroids
- 8.5. Two particles immersed in a medium
- 8.6. Two soft particles
- 8.7. Hamaker constant and surface tension of liquids
- 8.8. Relationship between Hamaker constant and Hansen solubility parameter for nonpolar liquids
- Chapter 9. DLVO theory of colloid stability
- 9.1. Introduction
- 9.2. Total interaction energy between two identical spherical particles
- 9.3. Critical coagulation concentration and Schultze–Hardy empirical rule
- 9.4. Stability map
- 9.5. Kinetics of coagulation
- 9.6. Improvement of the stability ratio
- 9.7. Approximate expressions for the stability ratio
- 9.8. Finite ion size effect on the stability ratio
- Chapter 10. Non-DLVO interactions
- 10.1. Introduction
- 10.2. Steric interaction between two polymer-coated particles
- 10.3. Depletion interaction: Asakura–Oosawa theory
- Chapter 11. Total interaction energy between two polymer-coated particles
- 11.1. Introduction
- 11.2. Interaction between two polymer-coated spherical particles
- 11.3. Interaction between two parallel plates covered with a polyelectrolyte brush layer
- 11.4. Interaction between two spherical particles covered with a polyelectrolyte brush layer
- Part III Electrokinetics of soft particles
- Chapter 12. Electrophoresis: Motion of colloidal particles in an electric field
- 12.1. Introduction
- 12.2. Two limiting cases: Hückel's equation and Smoluchowski's equation
- 12.3. General expression for the electrophoretic mobility of a charged spherical particle
- 12.4. Electrophoretic mobility of a weakly charged spherical particle: Henry's equation
- 12.5. Electrophoretic mobility of a highly charged spherical particle: Relaxation effect
- 12.6. Electrophoretic mobility of a cylindrical particle
- 12.7. Ion size effect on the electrophoretic mobility of a spherical colloidal particle
- Chapter 13. Electrophoresis of soft particles
- 13.1. Introduction
- 13.2. Large soft particle with a planar core surface
- 13.3. General theory of the electrophoresis of spherical soft particles
- 13.4. Approximate mobility expression of soft particles
- 13.5. Cylindrical soft particles
- 13.6. Accurate mobility expression for weakly charged spherical soft particles
- 13.7. Relaxation effect
- 13.8. pH-dependent electrophoretic mobility of soft particles
- Chapter 14. Electrophoretic mobility of a soft particle with a nonuniform distribution of polyelectrolyte segments
- 14.1. Introduction
- 14.2. Exponential distribution of polyelectrolyte segments
- 14.3. A soft step function model
- Chapter 15. Electrophoresis of a colloidal particle with a hydrodynamically slipping surface
- 15.1. Introduction
- 15.2. Plate-like particle with a flat surface
- 15.3. Spherical slip particle without the electrical double layer
- 15.4. General theory of the electrophoresis of a spherical particle with a slip surface
- 15.5. Electrophoretic mobility of a cylindrical colloidal particle with a slip surface
- 15.6. Similarity between a liquid drop and a spherical solid particle with a slip surface
- 15.7. Soft particle with a slip core
- Chapter 16. Transient electrophoresis and dynamic electrophoresis
- 16.1. Introduction
- 16.2. Transient electrophoresis of a spherical particle
- 16.3. Transient electrophoresis of a cylindrical particle
- 16.4. Transient electrophoresis of a spherical soft particle
- 16.5. Transient electrophoresis of a spherical colloidal particle with a slip surface
- 16.6. Simple relation between transient electrophoresis and dynamic electrophoresis
- Chapter 17. Gel electrophoresis: Electrophoresis of colloidal particles in a polymer gel medium
- 17.1. Introduction
- 17.2. Stokes drag on a spherical particle in a polymer gel medium
- 17.3. Electroosmotic flow in a charged polymer gel medium
- 17.4. Gel electrophoresis of a charged spherical colloidal particle
- 17.5. Transient gel electrophoresis of a spherical colloidal particle
- Chapter 18. Gel electrophoresis of a soft particle: Analytic approximations
- 18.1. Introduction
- 18.2. General theory of gel electrophoresis of a soft particle
- 18.3. General expression for the gel electrophoretic mobility of a weakly charged spherical particle
- 18.4. Dependence of the gel electrophoretic mobility of a spherical soft particle on various parameters
- 18.5. Analytic expression for the gel electrophoretic mobility of a weakly charged spherical soft particle applicable for all parameter values
- Chapter 19. Diffusiophoresis: Motion of colloidal particles in an electrolyte concentration gradient
- 19.1. Introduction
- 19.2. Diffusiophoresis of a large particle with a planar surface
- 19.3. General expression for the diffusiophoretic mobility of a spherical particle
- 19.4. Approximate diffusiophoretic mobility expression for a spherical particle
- 19.5. Spherical particle in a solution of general electrolytes
- 19.6. Diffusiophoresis of a cylindrical particle
- 19.7. Ion size effect
- Chapter 20. Diffusiophoresis of soft particles
- 20.1. Introduction
- 20.2. Diffusiophoresis of a large soft particle with a planar core surface
- 20.3. Diffusiophoresis of a spherical soft particle
- Part IV Ion transport and ion adsorption at soft interfaces
- Chapter 21. Membrane transport and adsorption kinetics with time delay
- 21.1. Introduction
- 21.2. Membrane transport equations with time delay
- 21.3. Effect of the distribution of delay time
- 21.4. Overshoot phenomena in an ion-exchange membrane system
- 21.5. Absorption kinetics with time delay
- 21.6. Overshoot and oscillation in the surface tension of gelatin solution
- Chapter 22. Membrane potential
- 22.1. Introduction
- 22.2. Membrane potential and Donnan potential
- 22.3. pH effects
- 22.4. Time-dependent membraned potential
- Chapter 23. Transport of ions on a surface with an arbitrary charge distribution
- 23.1. Introduction
- 23.2. Electric potential distribution
- 23.3. Liquid flow velocity distribution
- 23.4. Some examples
- Index
- Edition: 1
- Volume: 37
- Published: September 9, 2024
- Imprint: Academic Press
- No. of pages: 700
- Language: English
- Paperback ISBN: 9780443161162
- eBook ISBN: 9780443161179
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