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Informationen zum Autor William I. Newman is a Professor in the Department of Earth and Space Sciences as well as the Departments of Physics and Astronomy, and Mathematics at the University of California, Los Angeles, where he has taught for over 30 years. A unifying feature of his research is the role of chaos and complexity in nature, in applications ranging from geophysics to astrophysics as well as mathematical, statistical and computational modeling in condensed matter physics, climate dynamics and theoretical biology. Professor Newman is a former member of the Institute for Advanced Study in Princeton, a John Simon Guggenheim Memorial Foundation Fellow and has held appointments as the Stanislaw Ulam Distinguished Scholar at the Center for Nonlinear Studies, Los Alamos National Laboratory and as the Morris Belkin Visiting Professor in Computational and Applied Mathematics at the Weizmann Institute of Science, Israel. For six months he also worked with colleagues in the Russian Academy of Sciences in Moscow on modeling earthquake events. He has served in an editorial capacity for the Journal of Geophysical Research and Nonlinear Processes in Geophysics and has held elective office as chair of the Division of Dynamical Astronomy of the American Astronomical Society. Klappentext This interdisciplinary book provides graduate students in geophysics, planetary physics and geology with a class-tested, accessible overview of continuum mechanics. Zusammenfassung This interdisciplinary book provides a class-tested! accessible overview of continuum mechanics. It surveys solid! fluid and gas dynamics and explores new aspects of the field emerging from nonlinearity and dynamical complexity. A practical resource for graduate students in geophysics! planetary physics and geology and a beneficial tool for professional scientists. Inhaltsverzeichnis Preface; Acknowledgements; 1. Some mathematical essentials; 2. Stress principles; 3. Deformation and motion; 4. Fundamental laws and equations; 5. Linear elastic solids; 6. Classical fluids; 7. Geophysical fluid dynamics; 8. Computation in continuum mechanics; 9. Nonlinearity in the Earth; References; Index....
