Complex Analysis with Applications to Flows and Fields
eBook - PDF

Complex Analysis with Applications to Flows and Fields

  1. 1,029 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Complex Analysis with Applications to Flows and Fields

Book details
Table of contents
Citations

About This Book

Complex Analysis with Applications to Flows and Fields presents the theory of functions of a complex variable, from the complex plane to the calculus of residues to power series to conformal mapping. The book explores numerous physical and engineering applications concerning potential flows, the gravity field, electro- and magnetostatics, steady he

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Yes, you can access Complex Analysis with Applications to Flows and Fields by Luis Manuel Braga da Costa Campos in PDF and/or ePUB format, as well as other popular books in Mathematics & Applied Mathematics. We have over one million books available in our catalogue for you to explore.

Information

Publisher
CRC Press
Year
2010
ISBN
9781420071207
Edition
1

Table of contents

  1. Front cover
  2. Contents
  3. List of Tables, Notes, Diagrams, Classifications, and Lists
  4. Series Preface
  5. Preface
  6. About the Author
  7. Acknowledgments
  8. Mathematical Symbols
  9. Physical Quantities
  10. Part 1: Complex Domain: Circuits and Stability
  11. Chapter 1. Complex Numbers and Quaternions
  12. Chapter 2. Stability of an Equilibrium Position
  13. Chapter 3. Addition, Product, and Inverses
  14. Chapter 4. Impedance of Assosiations of Circuits
  15. Chapter 5. Power, Root, and Logarithm
  16. Chapter 6. Electron in an Electromagnetic Field
  17. Chapter 7. Multivalued Functions, Branch-Points, and Branch-Cuts
  18. Chapter 8. Motion of a Pendulum and a Ship
  19. Chapter 9. Stereographic Projection and Genus of a Surface
  20. Chapter 10. Examples 10.1 to 10.20
  21. Part 2: Integrals and Residues: Flows and Gravity
  22. Chapter 11. Differentiation and Holomorphic Functions
  23. Chapter 12. Potential Flow and Multipoles
  24. Chapter 13. Primitive and Contour Integrals
  25. Chapter 14. Pressure and Corner Flows
  26. Chapter 15. Loop Integrals and Poles
  27. Chapter 16. Images on Plane Walls
  28. Chapter 17. Improper Integrals and Principal Value
  29. Chapter 18. Mass and the Gravity Field
  30. Chapter 19. Cauchy Conditions and Infinitesimals
  31. Chapter 20. Exampleas 20.1 to 20.20
  32. Part 3 Power Series: Electricity and Magnetism
  33. Chapter 21. Convergence of and Operations on Series
  34. Chapter 22. Multiple Reflections in a Lens
  35. Chapter 23. Analytic Series of Ascending Powers
  36. Chapter 24. Electrostatics, Charges, and Dielectrics
  37. Chapter 25. Singular Series of Ascending-Descending Powers
  38. Chapter 26. Magnetostatics, Currents, and Permeability
  39. Chapter 27. Classification of Singularities and Functions
  40. Chapter 28. Forces and Moments on Bodies
  41. Chapter 29. Combined Test of Convergence
  42. Chapter 30. Examples 30.1 to 30.20
  43. Part 4 Conformal Mapping: Heat and Aerodynamics
  44. Chapter 31. Analytic Continuation and Rational Functions
  45. Chapter 32. Steady Heat Conduction
  46. Chapter 33. Conformal and Critical Points
  47. Chapter 34. Wing Sections and Planforms
  48. Chapter 35. Linear and Homographic Transformations
  49. Chapter 36. Channels, Condensers, and Wakes
  50. Chapter 37. Mapping of Domains and Boundaries
  51. Chapter 38. Hodograph for Free Jets
  52. Chapter 39. Essential Singularities, Roots, and Periods
  53. Chapter 40. Examples 40.1 to 40.20
  54. Bibliography
  55. References
  56. Back cover