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E-grāmata: Introduction to Continuum Physics

(University of California, Berkeley)
  • Formāts: PDF+DRM
  • Izdošanas datums: 31-Jan-2025
  • Izdevniecība: Cambridge University Press
  • Valoda: eng
  • ISBN-13: 9781108956499
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  • Formāts: PDF+DRM
  • Izdošanas datums: 31-Jan-2025
  • Izdevniecība: Cambridge University Press
  • Valoda: eng
  • ISBN-13: 9781108956499
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"This textbook provides a comprehensive account of continuum physics, providing readers with the theoretical tools to apply concepts across many areas of research within the physical sciences and engineering. With numerous worked examples and exercises, it would be valuable for students in physics, chemistry, mechanical engineering, and geoscience"--

Adopting a unified mathematical framework, this textbook gives a comprehensive derivation of the rules of continuum physics, describing how the macroscopic response of matter emerges from the underlying discrete molecular dynamics. Covered topics include elasticity and elastodynamics, electromagnetics, fluid dynamics, diffusive transport in fluids, capillary physics and thermodynamics. By also presenting mathematical methods for solving boundary-value problems across this breadth of topics, readers develop understanding and intuition that can be applied to many important real-world problems within the physical sciences and engineering. A wide range of guided exercises are included, with accompanying answers, allowing readers to develop confidence in using the tools they have learned. This book requires an understanding of linear algebra and vector calculus and will be a valuable resource for undergraduate and graduate students in physics, chemistry, engineering and geoscience.

This textbook provides a comprehensive account of continuum physics, providing readers with the theoretical tools to apply concepts across many areas of research within the physical sciences and engineering. With numerous worked examples and exercises, it would be valuable for students in physics, chemistry, mechanical engineering, and geoscience.

Recenzijas

'With the ever-increasing power of molecular-level computer simulations, a textbook built around the question of how the large-scale continuum properties of matter emerge from the molecular level is not only timely but also necessary. Steven Pride has succeeded in providing such a text, which not only covers a vast array of fields, but also manages to explore them in depth. I highly recommend it.' Alex Hansen, Center of Excellence PoreLab, Norwegian University of Science and Technology 'A unique resource for teaching continuum physics, this text includes a thoughtful perspective connecting molecular to macroscopic scales, along with examples motivated by applications to our planet, environment and sustainability. The treatment of crystal-surfaces and transport processes, as well as the integration of mechanics with electromagnetics, provides insights essential for a broad community of students and researchers, from chemists and geophysicists to hydrologists and materials physicists.' Raymond Jeanloz, Earth and Planetary Science, and Astronomy, UC Berkeley, USA

Papildus informācija

A comprehensive and practical account of continuum physics, ideal for students in physics, chemistry, engineering, and geoscience.
Preface; Part I. Continuum Physics:
1. An Introduction to Tensor Calculus;
2. Continuum Mechanics;
3. Continuum Theory of Electromagnetism and Gravity;
4. Elasticity and Elastodynamics;
5. Fluid Mechanics;
6. Equilibrium Thermodynamics;
7. Non-equilibrium Diffusive Transport; Part II. Mathematical Methods:
8. Partial Differential Equations;
9. The Fourier Series;
10. Fourier Analysis;
11. Contour Integration Methods and Applications;
12. Green's Functions; References; Index.
Steven R. Pride is Adjunct Professor at the University of California, Berkeley and a Scientist at the Lawrence Berkeley National Laboratory. His primary research expertise is the physics of porous media. Over three decades, he has published extensively across the physical sciences from statistical physics to seismology.