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El. knyga: Subsurface Fluid Flow and Imaging: With Applications for Hydrology, Reservoir Engineering, and Geophysics

(Texas A & M University), (University of California, Berkeley)
  • Formatas: PDF+DRM
  • Išleidimo metai: 21-Jul-2016
  • Leidėjas: Cambridge University Press
  • Kalba: eng
  • ISBN-13: 9781316578629
  • Formatas: PDF+DRM
  • Išleidimo metai: 21-Jul-2016
  • Leidėjas: Cambridge University Press
  • Kalba: eng
  • ISBN-13: 9781316578629

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This book introduces methodologies for subsurface imaging based upon asymptotic and trajectory-based methods for modeling fluid flow, transport and deformation. Complete with online software applications and examples, this is an invaluable resource for graduate-level courses, as well as for academic researchers and industry practitioners.

This book introduces methodologies for subsurface imaging based upon asymptotic and trajectory-based methods for modeling fluid flow, transport and deformation. It describes trajectory-based imaging from its mathematical formulation, through the construction and solution of the imaging equations, to the assessment of the accuracy and resolution associated with the image. Unique in its approach, it provides a unified framework for the complete spectrum of physical phenomena from wave-like hyperbolic problems to diffusive parabolic problems and non-linear problems of mixed character. The practical aspects of imaging, particularly efficient and robust methods for updating high resolution geologic models using fluid flow, transport and geophysical data, are emphasized throughout the book. Complete with online software applications and examples that enable readers to gain hands-on experience, this volume is an invaluable resource for graduate-level courses, as well as for academic researchers and industry practitioners in the fields of geoscience, hydrology, and petroleum and environmental engineering.

Recenzijos

'The presentation is really innovative and allows [ readers] to get a unified view on the modelling of different physical processes from wave-like hyperbolic problems, to diffusive parabolic problems and non-linear coupled problems of mixed character. The exposed imaging techniques present the advantage of being well adapted for further determining accuracy and spatial resolution of the simulated results. The book is well written, many clear figures are used The references and index lists are very useful for the interested reader.' A. Dassargues, Mathematical Geosciences

Daugiau informacijos

This book provides a unified framework for subsurface imaging based upon asymptotic and trajectory-based methods, with online software applications.
Preface vii
Acknowledgments ix
1 The propagation of a disturbance in relation to imaging
1(26)
1.1 Background and motivation
1(2)
1.2 A propogating disturbance
3(2)
1.3 An example involving dissipation
5(5)
1.4 A non-linear example
10(2)
1.5 Heterogeneity and imaging
12(14)
1.6 Summary
26(1)
2 Principles and equations governing fluid flow and deformation
27(74)
2.1 Introduction
27(1)
2.2 Underlying principles
27(13)
2.3 Deformation
40(13)
2.4 Elastic deformation
53(4)
2.5 Fluid flow
57(19)
2.6 Coupled deformation and fluid flow
76(24)
2.7 Summary
100(1)
3 Trajectory-based modeling
101(30)
3.1 Introduction
101(3)
3.2 Series representation of a moving front
104(2)
3.3 The frequency domain and high-frequency approximations
106(2)
3.4 Asymptotic series and solutions
108(6)
3.5 Characteristics and trajectories
114(3)
3.6 Trajectory-based modeling: the wave equation
117(6)
3.7 Multiple scale asymptotics
123(8)
4 Equations in diffusion form
131(41)
4.1 Introduction
131(1)
4.2 A high-frequency asymptotic solution
131(16)
4.3 Applications
147(24)
4.4 Summary
171(1)
5 Equations governing advection and transport
172(48)
5.1 Introduction
172(1)
5.2 The governing equation
172(2)
5.3 An asymptotic solution
174(14)
5.4 The streamline approach for transport modeling
188(13)
5.5 Applications
201(18)
5.6 Summary and conclusions
219(1)
6 Immiscible fluid flow
220(65)
6.1 Introduction
220(1)
6.2 Governing equations for two-phase flow
220(6)
6.3 An asymptotic approach
226(7)
6.4 Streamline modeling of immiscible fluid flow
233(31)
6.5 Applications
264(20)
6.6 Summary
284(1)
7 Coupled deformation and fluid flow
285(42)
7.1 Introduction
285(1)
7.2 Deformation in a porous body containing a single fluid
286(25)
7.3 A porous body containing three fluids
311(6)
7.4 Application
317(9)
7.5 Summary
326(1)
8 Appendix: a guide to the accompanying software
327(9)
8.1 Fronts3D: computing pressure propagation by Fast Marching
328(1)
8.2 Trace3D: software for trajectory-based modeling and inversion
329(7)
References 336(13)
Index 349
Donald Wyman Vasco is a senior scientist at the Lawrence Berkeley National Laboratory, recognized for his contributions to the development and application of asymptotic techniques to the modeling and inversion of fluid flow and geophysical data. Dr Vasco is the recipient of the Society of Petroleum Engineers' Cedric K. Ferguson Certificate for the best peer-reviewed paper of 1999, and has authored or co-authored over 100 peer-reviewed articles on geophysical and hydrological inverse methods and modeling techniques. Akhil Datta-Gupta is University Distinguished Professor at Texas A&M University, and is well known for his contributions to the theory and practice of streamline simulation in petroleum reservoir characterization, management and calibration of high-resolution geologic models. Professor Datta-Gupta is the recipient of the Society of Petroleum Engineers' John Franklin Carll Award (2009) and Lester C. Uren Award (2003) for his contributions related to reservoir characterization and 3-D streamline simulation. He served as a member of the Polar Research Board of the National Academy of Sciences, Technology Task Force of the National Petroleum Council and was elected to the US National Academy of Engineering in 2012.