Published 1956
by Butterworths .
Written in
Edition Notes
| Statement | by P.C. Carman. |
| ID Numbers | |
|---|---|
| Open Library | OL19688412M |
Additional Physical Format: Online version: Carman, Philip Crosbie. Flow of gases through porous media. New York, Academic Press, (OCoLC) Try the new Google Books. Check out the new look and enjoy easier access to your favorite features. Try it now. Flow of Gases Through Porous Media. Philip Crosbie Carman. Academic Press, - Gas flow - pages. 0 Reviews. From inside the book. What people are saying - Write a review. Access to society journal content varies across our titles. If you have access to a journal via a society or association membership, please browse to your society journal, select an article to view, and follow the instructions in this by: 1. The intent of this book is to expose the reader to a variety of important studies of gas and vapor transport in porous and fractured media. The primary focus is on the presentation of fundamental processes, state-of-the-art modeling, experiments, and applications that are relevant to gas and vapor transport in porous and fractured media.
A one dimensional flow mechanism for a multicomponent gas was described physically and represented mathematically. The steady state equations for the diffusional, forced, and combined flow were derived for a single capillary and extended to a porous medium. The diffusion process included Knudsen, molecular, and transition region diffusion. Carman, Philip Crosbie: Flow of gases through porous media. (New York, Academic Press, ) (page images at HathiTrust) Carman, Richard: An index to the laws of the province of New Brunswick, since the year , to the end of the session of the General assembly in the year , with references (where requisite) to the Revised laws. (Fredericton: Printed at the Royal gazette office, Gas Transport at Nonisothermal Conditions. Unified Hagen–Poiseuille‐Type Equation for Apparent Gas Permeability. Single‐Component Gas Flow. Multicomponent Gas Flow. Effect of Different Flow Regimes in a Capillary Flow Path and the Extended Klinkenberg Equation. Effect of Pore Size Distribution on Gas Flow through Porous Media. Exercises. Fundamentals of Fluid Flow in Porous Media Apostolos Kantzas, PhD P. Eng. Jonathan Bryan, PhD P. Eng.
1. Fluid Flow in Porous Medium 2. Well Testing 3. Systematic of the Reservoir Flow Equations 4. Introduction to Reservoir Simulation 5. Natural Fractured Reservoir Engineering PHDG Textbooks in preparation, intended to be issued during 1. Discretization and Gridding in Reservoir Simulation 2. Advanced Reservoir Simulation 3. Reservoir. The isothermal flows and the isobaric flow of nonadsorbed gases are correlated by existing relationships. On the assumption that surface flow is a diffusive process and that equilibrium exists between the vapor and solid throughout the porous media, a correlation for the nonisothermal surface flow is developed. A unique and timely book on understanding and tailoring the flow of fluids in porous materials Porous media play a key role in chemical processes, gas and water purification, gas storage and the development of new multifunctional materials. Understanding hydrodynamics in porous media is decisive for enabling a wide range of applications in. ABSTRACT The empirical results established by R. D. Wyckoff and H. G. Botset on the flow of gas‐liquid mixtures through unconsolidated sands have been formulated into basic differential equations governing the motion of general heterogeneous fluids through porous media under both steady state and transient conditions.
