Complex Analysis with Applications to Flows and Fields

With a focus on interdisciplinary areas, Complex Functions with Applications to Flows and Fields provides an overview of the mathematical modeling of physical phenomena and engineering processes. The author, considered one of Europe's leading applied mathematicians, presents a unified treatment of complex functions. This volume emphasizes how similar methods can be applied to analogous problems in different areas with specific interpretations. Each chapter includes problems with solutions as well as illustrative examples and practical applications. Accessible for all readers, the text progresses from an undergraduate to a post-graduate level, offering deeper insight into key topics.

Complex Domain: Circuits and Equilibrium. Contours and Residues: Source Distributions. Infinite Sequences: Multipole Representation. Conformal Mapping: Airfoils and Channels. Elementary Transcendentals: Method of Images.