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Integral Methods in Science and Engineering

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* Offers an illustration by prominent researchers of efficient methods of solution with numerical results and rigorous analytic methods

* Presents applications of integral methods to a wide variety of mathematical and physical problems

* Provides new results in the study of various physical and mechanical models

* A clear, concise focus on a class of methodologies rather than a specific field of study

This book is a practical resource for a broad audience of professionals, researchers, and practitioners in applied mathematics, mechanical engineering, and theoretical physics, who are interested in current research in ordinary and partial differential equations, integral equations, numerical analysis, mechanics of solids, fluid mechanics, and mathematical physics. Graduate students will find this a helpful guide to the wide range of applications that integral methods have in science and engineering.

 

Keywords

uniform supersonic motion nearby crack tip thermal inclusion average mean stress slave meshes elliptic inclusion dynamic contact problems imperfect interface circular inclusion interface imperfections inhomogeneous interface virtual wave spectral solutions boundary integral operators linear consistency tension link free surface profile diffraction coefficients differential transformation causal operator integrodifferential equation mixed boundary value problem stress error large contraction boundary integral equations

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