Ebook: The Physics of Fluids in Hierarchical Porous Media: Angstroms to Miles

Porous media are ubiquitous throughout nature and in many modern technologies. Because of their omnipresent nature, porous media are studied to one degree or another in almost all branches of science and engineering. This text is an outgrowth of a two-semester graduate course on multiscale porous media offered to students in applied math, physics, chemistry, engineering (civil, chemical, mechanical, agricultural), and environmental and soil science. The text is largely based on Dr Cushmans' groups efforts to build a rational approach to studying porous media over a hierarchy of spatial and temporal scales. No other text covers porous media on scales ranging from angstroms to miles. Nor does any other text develop and use such a diversity of tools for their study. The text is designed to be self-contained, as it presents all relevant mathematical and physical constructs.

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Porous media are ubiquitous throughout nature and in many modern technologies. Because of their omnipresent nature, porous media are studied to one degree or another in almost all branches of science and engineering. This text is an outgrowth of a two-semester graduate course on multiscale porous media offered to students in applied math, physics, chemistry, engineering (civil, chemical, mechanical, agricultural), and environmental and soil science. The text is largely based on Dr Cushmans' groups efforts to build a rational approach to studying porous media over a hierarchy of spatial and temporal scales. No other text covers porous media on scales ranging from angstroms to miles. Nor does any other text develop and use such a diversity of tools for their study. The text is designed to be self-contained, as it presents all relevant mathematical and physical constructs.

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Porous media are ubiquitous throughout nature and in many modern technologies. Because of their omnipresent nature, porous media are studied to one degree or another in almost all branches of science and engineering. This text is an outgrowth of a two-semester graduate course on multiscale porous media offered to students in applied math, physics, chemistry, engineering (civil, chemical, mechanical, agricultural), and environmental and soil science. The text is largely based on Dr Cushmans' groups efforts to build a rational approach to studying porous media over a hierarchy of spatial and temporal scales. No other text covers porous media on scales ranging from angstroms to miles. Nor does any other text develop and use such a diversity of tools for their study. The text is designed to be self-contained, as it presents all relevant mathematical and physical constructs.
Content:
Front Matter....Pages i-xvii
An Introduction to Continuum Physics....Pages 1-55
An Introduction to Statistical Mechanics with Applications to Nonlocal Dispersion....Pages 57-109
Single Species LJ-Fluids in Slit Micropores....Pages 111-185
Simulation of More Complicated Fluids and More Complicated Microporous Media....Pages 187-238
Multiscale Hybrid Mixture Theory (HMT) for Swelling Porous Media....Pages 239-337
Macroscale Nonlocal Dispersion....Pages 339-451
Back Matter....Pages 452-469

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Porous media are ubiquitous throughout nature and in many modern technologies. Because of their omnipresent nature, porous media are studied to one degree or another in almost all branches of science and engineering. This text is an outgrowth of a two-semester graduate course on multiscale porous media offered to students in applied math, physics, chemistry, engineering (civil, chemical, mechanical, agricultural), and environmental and soil science. The text is largely based on Dr Cushmans' groups efforts to build a rational approach to studying porous media over a hierarchy of spatial and temporal scales. No other text covers porous media on scales ranging from angstroms to miles. Nor does any other text develop and use such a diversity of tools for their study. The text is designed to be self-contained, as it presents all relevant mathematical and physical constructs.
Content:
Front Matter....Pages i-xvii
An Introduction to Continuum Physics....Pages 1-55
An Introduction to Statistical Mechanics with Applications to Nonlocal Dispersion....Pages 57-109
Single Species LJ-Fluids in Slit Micropores....Pages 111-185
Simulation of More Complicated Fluids and More Complicated Microporous Media....Pages 187-238
Multiscale Hybrid Mixture Theory (HMT) for Swelling Porous Media....Pages 239-337
Macroscale Nonlocal Dispersion....Pages 339-451
Back Matter....Pages 452-469
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