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Computational rheology for pipeline and annular flow / / by Wilson C. Chin



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Autore: Chin Wilson C Visualizza persona
Titolo: Computational rheology for pipeline and annular flow / / by Wilson C. Chin Visualizza cluster
Pubblicazione: Boston, : Gulf Pub., c2001
Edizione: 1st ed.
Descrizione fisica: 1 online resource (271 p.)
Disciplina: 622/.3382
Soggetto topico: Oil well drilling
Petroleum pipelines - Fluid dynamics - Mathematical models
Wells - Fluid dynamics - Mathematical models
Note generali: Description based upon print version of record.
Nota di bibliografia: Includes bibliographical references and index.
Nota di contenuto: Front Cover; Computational Rheology for Pipeline and Annular Flow; Copyright Page; Contents; Preface; Chapter 1. Introduction: Basic Principles and Applications; Why Study Rheology?; Review of Analytical Results; Overview of Annular Flow; Review of Prior Annular Models; The New Computational Models; Practical Applications; Philosophy of Numerical Modeling; References; Chapter 2. Eccentric, Nonrotating, Annular Flow; Theory and Mathematical Formulation; Boundary Conforming Grid Generation; Numerical Finite Difference Solution; Detailed Calculated Results; References
Chapter 3. Concentric, Rotating, Annular FlowGeneral Governing Equations; Exact Solution for Newtonian Flows; Narrow Annulus Power Law Solution; Analytical Validation; Differences Between Newtonian and Power Law Flows; More Applications Formulas; Detailed Calculated Results; References; Chapter 4. Recirculating Annular Vortex Flows; What Are Recirculating Vortex Flows?; Motivating Ideas and Controlling Variables; Detailed Calculated Results; How to Avoid Stagnant Bubbles; A Practical Example; References; Chapter 5. Applications to Drilling and Production; Cuttings Transport in Deviated Wells
Evaluation of Spotting Fluids for Stuck PipeCementing Applications; Coiled Tubing Return Flows; Heavily Clogged Stuck Pipe; Conclusions; References; Chapter 6. Bundled Pipelines: Coupled Annular Velocity and Temperature; Computer Visualization and Speech Synthesis; Coupled Velocity and Temperature Fields; References; Chapter 7. Pipe Flow Modeling in General Ducts; Newtonian Flow in Circular Pipes; Finite Difference Method; Newtonian Flow in Rectangular Ducts; General Boundary Conforming Grid Systems; Clogged Annulus and Stuck Pipe Modeling; References; Chapter 8. Solids Deposition Modeling
Mudcake Buildup on Porous RockDeposition Mechanics; Sedimentary Transport; Slurry Transport; Waxes and Paraffins, Basic Ideas; Hydrate Control; Modeling Concepts and Integration; Wax Buildup Due to Temperature Differences; Deposition and Flowfield Interaction; Detailed Calculated Examples; References; Chapter 9. Pipe Bends, Secondary Flows, Fluid Heterogeneities; Modeling Non-Newtonian Duct Flow in Pipe Bends; Straight, Closed Ducts; Hagen-Poiseuille Flow Between Planes; Flow Between Concentric Plates; Flows in Closed Curved Ducts; Fluid Heterogeneities and Secondary Flows; References
Chapter 10. Advanced Modeling MethodsComplicated Problem Domains; Convergence Acceleration; Fast Solutions to Laplace's Equation; Special Rheological Models; Software Notes; References; Index; Author Biography
Sommario/riassunto: Computational Rheology for Pipeline and Annular Flow develops and applies modern analytical and computational finite difference methods for solving flow problems in drilling and production. It also provides valuable insights into flow assurance analysis in subsea pipeline design. Using modeling techniques that simulate the motion of non-Newtonian fluids, e.g., power law, Bingham plastic, and Herschel-Bulkley flows, this book presents proven annular flow methodologies for cuttings transport and stuck pipe analysis based on detailed experimental data obtained from highly deviated and horizontal
Titolo autorizzato: Computational rheology for pipeline and annular flow  Visualizza cluster
ISBN: 1-281-01981-X
9786611019815
0-08-050248-2
Formato: Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione: Inglese
Record Nr.: 9911004800103321
Lo trovi qui: Univ. Federico II
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