Front Cover

pp.：  1 – 4

An Introduction to the Mathematical Theory of Geophysical Fluid Dynamics

pp.：  4 – 5

Copyright Page

pp.：  5 – 10

TABLE OF CONTENTS

pp.：  10 – 12

INTRODUCTION

pp.：  12 – 16

CHAPTER 1: EQUATIONS OF MOTION

pp.：  16 – 22

CHAPTER 2: POTENTIAL VORTICITY

pp.：  22 – 28

CHAPTER 3 : NON-DIMENSIONAL PARAMETERS

pp.：  28 – 31

Problems

pp.：  31 – 32

CHAPTER 4: GEOSTROPHIC FLOW

pp.：  32 – 46

CHAPTER 5: THE EKMAN LAYER

pp.：  46 – 68

CHAPTER 6: THE GEOSTROPHIC MODES

pp.：  68 – 78

CHAPTER 7: INERTIAL MODES

pp.：  78 – 96

CHAPTER 8: ROSSBY WAVES

pp.：  96 – 110

CHAPTER 9: VERTICAL SHEAR LAYERS

pp.：  110 – 134

CHAPTER 10: ANALOGIES BETWEEN ROTATION AND STRATIFICATION

pp.：  134 – 144

CHAPTER 11: THE NORMAL MODE PROBLEM FOR ROTATING STRATIFIED FLOW

pp.：  144 – 162

CHAPTER 12: ROSSBY WAVES IN A ROTATING STRATIFIED FLUID

pp.：  162 – 172

CHAPTER 13: INTERNAL WAVES IN A ROTATING STRATIFIED FLUID

pp.：  172 – 202

CHAPTER 14: BOUNDARY LAYERS IN A ROTATING STRATIFIED FLUID

pp.：  202 – 220

CHAPTER 15: SPIN-DOWN IN A ROTATING STRATIFIED FLUID

pp.：  220 – 242

CHAPTER 16: BAROCLINIC INSTABILITY

pp.：  242 – 260

APPENDIX BOUNDARY LAYER METHODS

pp.：  260 – 274

BIBLIOGRAPHY

pp.：  274 – 280

INDEX

pp.：  280 – 284